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- polynomials[0]=null
- polynomials[1]=-1.0
- polynomials[2]=0.0
- polynomials[3]=1.0
- polynomials[4]=-1.0*X^1+1.0
- polynomials[5]=2.0*X^2-1.0*X^1+1.0
- polynomials[6]=-3.0*X^3+2.0*X^2-1.0*X^1+1.0
- polynomials[7]=4.0*X^4-2.0*X^2+1.0
- polynomials[8]=-5.0*X^5+3.0*X^3-1.0*X^1
- polynomials[9]=-5.0*X^5+3.0*X^3-1.0*X^1
- polynomials[10]=0.0
- (-1.0).cardinality()=1
- (0.0).cardinality()=1
- (1.0).cardinality()=1
- (-1.0*X^1+1.0).cardinality()=2
- (2.0*X^2-1.0*X^1+1.0).cardinality()=3
- (-3.0*X^3+2.0*X^2-1.0*X^1+1.0).cardinality()=4
- (4.0*X^4-2.0*X^2+1.0).cardinality()=3
- (-5.0*X^5+3.0*X^3-1.0*X^1).cardinality()=3
- (-5.0*X^5+3.0*X^3-1.0*X^1).cardinality()=3
- (0.0).cardinality()=1
- (-1.0).clone()=
- -1.0
- (0.0).clone()=
- 0.0
- (1.0).clone()=
- 1.0
- (-1.0*X^1+1.0).clone()=
- -1.0*X^1+1.0
- (2.0*X^2-1.0*X^1+1.0).clone()=
- 2.0*X^2-1.0*X^1+1.0
- (-3.0*X^3+2.0*X^2-1.0*X^1+1.0).clone()=
- -3.0*X^3+2.0*X^2-1.0*X^1+1.0
- (4.0*X^4-2.0*X^2+1.0).clone()=
- 4.0*X^4-2.0*X^2+1.0
- (-5.0*X^5+3.0*X^3-1.0*X^1).clone()=
- -5.0*X^5+3.0*X^3-1.0*X^1
- (-5.0*X^5+3.0*X^3-1.0*X^1).clone()=
- -5.0*X^5+3.0*X^3-1.0*X^1
- (0.0).clone()=
- 0.0
- (-1.0).coeff(1)=0.0
- (-1.0).coeff(0)=-1.0
- (0.0).coeff(1)=0.0
- (0.0).coeff(0)=0.0
- (1.0).coeff(1)=0.0
- (1.0).coeff(0)=1.0
- (-1.0*X^1+1.0).coeff(2)=0.0
- (-1.0*X^1+1.0).coeff(1)=-1.0
- (-1.0*X^1+1.0).coeff(0)=1.0
- (2.0*X^2-1.0*X^1+1.0).coeff(3)=0.0
- (2.0*X^2-1.0*X^1+1.0).coeff(2)=2.0
- (2.0*X^2-1.0*X^1+1.0).coeff(1)=-1.0
- (2.0*X^2-1.0*X^1+1.0).coeff(0)=1.0
- (-3.0*X^3+2.0*X^2-1.0*X^1+1.0).coeff(4)=0.0
- (-3.0*X^3+2.0*X^2-1.0*X^1+1.0).coeff(3)=-3.0
- (-3.0*X^3+2.0*X^2-1.0*X^1+1.0).coeff(2)=2.0
- (-3.0*X^3+2.0*X^2-1.0*X^1+1.0).coeff(1)=-1.0
- (-3.0*X^3+2.0*X^2-1.0*X^1+1.0).coeff(0)=1.0
- (4.0*X^4-2.0*X^2+1.0).coeff(5)=0.0
- (4.0*X^4-2.0*X^2+1.0).coeff(4)=4.0
- (4.0*X^4-2.0*X^2+1.0).coeff(3)=0.0
- (4.0*X^4-2.0*X^2+1.0).coeff(2)=-2.0
- (4.0*X^4-2.0*X^2+1.0).coeff(1)=0.0
- (4.0*X^4-2.0*X^2+1.0).coeff(0)=1.0
- (-5.0*X^5+3.0*X^3-1.0*X^1).coeff(6)=0.0
- (-5.0*X^5+3.0*X^3-1.0*X^1).coeff(5)=-5.0
- (-5.0*X^5+3.0*X^3-1.0*X^1).coeff(4)=0.0
- (-5.0*X^5+3.0*X^3-1.0*X^1).coeff(3)=3.0
- (-5.0*X^5+3.0*X^3-1.0*X^1).coeff(2)=0.0
- (-5.0*X^5+3.0*X^3-1.0*X^1).coeff(1)=-1.0
- (-5.0*X^5+3.0*X^3-1.0*X^1).coeff(0)=0.0
- (-5.0*X^5+3.0*X^3-1.0*X^1).coeff(6)=0.0
- (-5.0*X^5+3.0*X^3-1.0*X^1).coeff(5)=-5.0
- (-5.0*X^5+3.0*X^3-1.0*X^1).coeff(4)=0.0
- (-5.0*X^5+3.0*X^3-1.0*X^1).coeff(3)=3.0
- (-5.0*X^5+3.0*X^3-1.0*X^1).coeff(2)=0.0
- (-5.0*X^5+3.0*X^3-1.0*X^1).coeff(1)=-1.0
- (-5.0*X^5+3.0*X^3-1.0*X^1).coeff(0)=0.0
- (0.0).coeff(1)=0.0
- (0.0).coeff(0)=0.0
- (-1.0).composite(null)=
- null
- (-1.0).composite(-1.0)=
- -1.0
- (-1.0).composite(0.0)=
- -1.0
- (-1.0).composite(1.0)=
- -1.0
- (-1.0).composite(-1.0*X^1+1.0)=
- -1.0
- (-1.0).composite(2.0*X^2-1.0*X^1+1.0)=
- -1.0
- (-1.0).composite(-3.0*X^3+2.0*X^2-1.0*X^1+1.0)=
- -1.0
- (-1.0).composite(4.0*X^4-2.0*X^2+1.0)=
- -1.0
- (-1.0).composite(-5.0*X^5+3.0*X^3-1.0*X^1)=
- -1.0
- (-1.0).composite(-5.0*X^5+3.0*X^3-1.0*X^1)=
- -1.0
- (-1.0).composite(0.0)=
- -1.0
- (0.0).composite(null)=
- null
- (0.0).composite(-1.0)=
- 0.0
- (0.0).composite(0.0)=
- 0.0
- (0.0).composite(1.0)=
- 0.0
- (0.0).composite(-1.0*X^1+1.0)=
- 0.0
- (0.0).composite(2.0*X^2-1.0*X^1+1.0)=
- 0.0
- (0.0).composite(-3.0*X^3+2.0*X^2-1.0*X^1+1.0)=
- 0.0
- (0.0).composite(4.0*X^4-2.0*X^2+1.0)=
- 0.0
- (0.0).composite(-5.0*X^5+3.0*X^3-1.0*X^1)=
- 0.0
- (0.0).composite(-5.0*X^5+3.0*X^3-1.0*X^1)=
- 0.0
- (0.0).composite(0.0)=
- 0.0
- (1.0).composite(null)=
- null
- (1.0).composite(-1.0)=
- 1.0
- (1.0).composite(0.0)=
- 1.0
- (1.0).composite(1.0)=
- 1.0
- (1.0).composite(-1.0*X^1+1.0)=
- 1.0
- (1.0).composite(2.0*X^2-1.0*X^1+1.0)=
- 1.0
- (1.0).composite(-3.0*X^3+2.0*X^2-1.0*X^1+1.0)=
- 1.0
- (1.0).composite(4.0*X^4-2.0*X^2+1.0)=
- 1.0
- (1.0).composite(-5.0*X^5+3.0*X^3-1.0*X^1)=
- 1.0
- (1.0).composite(-5.0*X^5+3.0*X^3-1.0*X^1)=
- 1.0
- (1.0).composite(0.0)=
- 1.0
- (-1.0*X^1+1.0).composite(null)=
- null
- (-1.0*X^1+1.0).composite(-1.0)=
- 2.0
- (-1.0*X^1+1.0).composite(0.0)=
- 1.0
- (-1.0*X^1+1.0).composite(1.0)=
- 0.0
- (-1.0*X^1+1.0).composite(-1.0*X^1+1.0)=
- 1.0*X^1
- (-1.0*X^1+1.0).composite(2.0*X^2-1.0*X^1+1.0)=
- -2.0*X^2+1.0*X^1
- (-1.0*X^1+1.0).composite(-3.0*X^3+2.0*X^2-1.0*X^1+1.0)=
- 3.0*X^3-2.0*X^2+1.0*X^1
- (-1.0*X^1+1.0).composite(4.0*X^4-2.0*X^2+1.0)=
- -4.0*X^4+2.0*X^2
- (-1.0*X^1+1.0).composite(-5.0*X^5+3.0*X^3-1.0*X^1)=
- 5.0*X^5-3.0*X^3+1.0*X^1+1.0
- (-1.0*X^1+1.0).composite(-5.0*X^5+3.0*X^3-1.0*X^1)=
- 5.0*X^5-3.0*X^3+1.0*X^1+1.0
- (-1.0*X^1+1.0).composite(0.0)=
- 1.0
- (2.0*X^2-1.0*X^1+1.0).composite(null)=
- null
- (2.0*X^2-1.0*X^1+1.0).composite(-1.0)=
- 4.0
- (2.0*X^2-1.0*X^1+1.0).composite(0.0)=
- 1.0
- (2.0*X^2-1.0*X^1+1.0).composite(1.0)=
- 2.0
- (2.0*X^2-1.0*X^1+1.0).composite(-1.0*X^1+1.0)=
- 2.0*X^2-3.0*X^1+2.0
- (2.0*X^2-1.0*X^1+1.0).composite(2.0*X^2-1.0*X^1+1.0)=
- 8.0*X^4-8.0*X^3+8.0*X^2-3.0*X^1+2.0
- (2.0*X^2-1.0*X^1+1.0).composite(-3.0*X^3+2.0*X^2-1.0*X^1+1.0)=
- 18.0*X^6-24.0*X^5+20.0*X^4-17.0*X^3+8.0*X^2-3.0*X^1+2.0
- (2.0*X^2-1.0*X^1+1.0).composite(4.0*X^4-2.0*X^2+1.0)=
- 32.0*X^8-32.0*X^6+20.0*X^4-6.0*X^2+2.0
- (2.0*X^2-1.0*X^1+1.0).composite(-5.0*X^5+3.0*X^3-1.0*X^1)=
- 50.0*X^10-60.0*X^8+38.0*X^6+5.0*X^5-12.0*X^4-3.0*X^3+2.0*X^2+1.0*X^1+1.0
- (2.0*X^2-1.0*X^1+1.0).composite(-5.0*X^5+3.0*X^3-1.0*X^1)=
- 50.0*X^10-60.0*X^8+38.0*X^6+5.0*X^5-12.0*X^4-3.0*X^3+2.0*X^2+1.0*X^1+1.0
- (2.0*X^2-1.0*X^1+1.0).composite(0.0)=
- 1.0
- (-3.0*X^3+2.0*X^2-1.0*X^1+1.0).composite(null)=
- null
- (-3.0*X^3+2.0*X^2-1.0*X^1+1.0).composite(-1.0)=
- 7.0
- (-3.0*X^3+2.0*X^2-1.0*X^1+1.0).composite(0.0)=
- 1.0
- (-3.0*X^3+2.0*X^2-1.0*X^1+1.0).composite(1.0)=
- -1.0
- (-3.0*X^3+2.0*X^2-1.0*X^1+1.0).composite(-1.0*X^1+1.0)=
- 3.0*X^3-7.0*X^2+6.0*X^1-1.0
- (-3.0*X^3+2.0*X^2-1.0*X^1+1.0).composite(2.0*X^2-1.0*X^1+1.0)=
- -24.0*X^6+36.0*X^5-46.0*X^4+31.0*X^3-19.0*X^2+6.0*X^1-1.0
- (-3.0*X^3+2.0*X^2-1.0*X^1+1.0).composite(-3.0*X^3+2.0*X^2-1.0*X^1+1.0)=
- 81.0*X^9-162.0*X^8+189.0*X^7-195.0*X^6+147.0*X^5-88.0*X^4+49.0*X^3-19.0*X^2+6.0*X^1-1.0
- (-3.0*X^3+2.0*X^2-1.0*X^1+1.0).composite(4.0*X^4-2.0*X^2+1.0)=
- -192.0*X^12+288.0*X^10-256.0*X^8+136.0*X^6-52.0*X^4+12.0*X^2-1.0
- (-3.0*X^3+2.0*X^2-1.0*X^1+1.0).composite(-5.0*X^5+3.0*X^3-1.0*X^1)=
- 375.0*X^15-675.0*X^13+630.0*X^11+50.0*X^10-351.0*X^9-60.0*X^8+126.0*X^7+38.0*X^6-22.0*X^5-12.0*X^4+2.0*X^2+1.0*X^1+1.0
- (-3.0*X^3+2.0*X^2-1.0*X^1+1.0).composite(-5.0*X^5+3.0*X^3-1.0*X^1)=
- 375.0*X^15-675.0*X^13+630.0*X^11+50.0*X^10-351.0*X^9-60.0*X^8+126.0*X^7+38.0*X^6-22.0*X^5-12.0*X^4+2.0*X^2+1.0*X^1+1.0
- (-3.0*X^3+2.0*X^2-1.0*X^1+1.0).composite(0.0)=
- 1.0
- (4.0*X^4-2.0*X^2+1.0).composite(null)=
- null
- (4.0*X^4-2.0*X^2+1.0).composite(-1.0)=
- 3.0
- (4.0*X^4-2.0*X^2+1.0).composite(0.0)=
- 1.0
- (4.0*X^4-2.0*X^2+1.0).composite(1.0)=
- 3.0
- (4.0*X^4-2.0*X^2+1.0).composite(-1.0*X^1+1.0)=
- 4.0*X^4-16.0*X^3+22.0*X^2-12.0*X^1+3.0
- (4.0*X^4-2.0*X^2+1.0).composite(2.0*X^2-1.0*X^1+1.0)=
- 64.0*X^8-128.0*X^7+224.0*X^6-224.0*X^5+188.0*X^4-104.0*X^3+46.0*X^2-12.0*X^1+3.0
- (4.0*X^4-2.0*X^2+1.0).composite(-3.0*X^3+2.0*X^2-1.0*X^1+1.0)=
- 324.0*X^12-864.0*X^11+1296.0*X^10-1680.0*X^9+1720.0*X^8-1424.0*X^7+1046.0*X^6-632.0*X^5+320.0*X^4-140.0*X^3+46.0*X^2-12.0*X^1+3.0
- (4.0*X^4-2.0*X^2+1.0).composite(4.0*X^4-2.0*X^2+1.0)=
- 1024.0*X^16-2048.0*X^14+2560.0*X^12-2048.0*X^10+1184.0*X^8-480.0*X^6+136.0*X^4-24.0*X^2+3.0
- (4.0*X^4-2.0*X^2+1.0).composite(-5.0*X^5+3.0*X^3-1.0*X^1)=
- 2500.0*X^20-6000.0*X^18+7400.0*X^16-5760.0*X^14+3084.0*X^12-1202.0*X^10+356.0*X^8-86.0*X^6+16.0*X^4-2.0*X^2+1.0
- (4.0*X^4-2.0*X^2+1.0).composite(-5.0*X^5+3.0*X^3-1.0*X^1)=
- 2500.0*X^20-6000.0*X^18+7400.0*X^16-5760.0*X^14+3084.0*X^12-1202.0*X^10+356.0*X^8-86.0*X^6+16.0*X^4-2.0*X^2+1.0
- (4.0*X^4-2.0*X^2+1.0).composite(0.0)=
- 1.0
- (-5.0*X^5+3.0*X^3-1.0*X^1).composite(null)=
- null
- (-5.0*X^5+3.0*X^3-1.0*X^1).composite(-1.0)=
- 3.0
- (-5.0*X^5+3.0*X^3-1.0*X^1).composite(0.0)=
- 0.0
- (-5.0*X^5+3.0*X^3-1.0*X^1).composite(1.0)=
- -3.0
- (-5.0*X^5+3.0*X^3-1.0*X^1).composite(-1.0*X^1+1.0)=
- 5.0*X^5-25.0*X^4+47.0*X^3-41.0*X^2+17.0*X^1-3.0
- (-5.0*X^5+3.0*X^3-1.0*X^1).composite(2.0*X^2-1.0*X^1+1.0)=
- -160.0*X^10+400.0*X^9-800.0*X^8+1000.0*X^7-1026.0*X^6+769.0*X^5-471.0*X^4+211.0*X^3-75.0*X^2+17.0*X^1-3.0
- (-5.0*X^5+3.0*X^3-1.0*X^1).composite(-3.0*X^3+2.0*X^2-1.0*X^1+1.0)=
- 1215.0*X^15-4050.0*X^14+7425.0*X^13-11025.0*X^12+13350.0*X^11-13360.0*X^10+11719.0*X^9-8888.0*X^8+5836.0*X^7-3387.0*X^6+1684.0*X^5-717.0*X^4+262.0*X^3-75.0*X^2+17.0*X^1-3.0
- (-5.0*X^5+3.0*X^3-1.0*X^1).composite(4.0*X^4-2.0*X^2+1.0)=
- -5120.0*X^20+12800.0*X^18-19200.0*X^16+19200.0*X^14-14208.0*X^12+7872.0*X^10-3312.0*X^8+1032.0*X^6-232.0*X^4+34.0*X^2-3.0
- (-5.0*X^5+3.0*X^3-1.0*X^1).composite(-5.0*X^5+3.0*X^3-1.0*X^1)=
- 15625.0*X^25-46875.0*X^23+71875.0*X^21-71250.0*X^19+50125.0*X^17-26340.0*X^15+10700.0*X^13-3480.0*X^11+926.0*X^9-201.0*X^7+37.0*X^5-6.0*X^3+1.0*X^1
- (-5.0*X^5+3.0*X^3-1.0*X^1).composite(-5.0*X^5+3.0*X^3-1.0*X^1)=
- 15625.0*X^25-46875.0*X^23+71875.0*X^21-71250.0*X^19+50125.0*X^17-26340.0*X^15+10700.0*X^13-3480.0*X^11+926.0*X^9-201.0*X^7+37.0*X^5-6.0*X^3+1.0*X^1
- (-5.0*X^5+3.0*X^3-1.0*X^1).composite(0.0)=
- 0.0
- (-5.0*X^5+3.0*X^3-1.0*X^1).composite(null)=
- null
- (-5.0*X^5+3.0*X^3-1.0*X^1).composite(-1.0)=
- 3.0
- (-5.0*X^5+3.0*X^3-1.0*X^1).composite(0.0)=
- 0.0
- (-5.0*X^5+3.0*X^3-1.0*X^1).composite(1.0)=
- -3.0
- (-5.0*X^5+3.0*X^3-1.0*X^1).composite(-1.0*X^1+1.0)=
- 5.0*X^5-25.0*X^4+47.0*X^3-41.0*X^2+17.0*X^1-3.0
- (-5.0*X^5+3.0*X^3-1.0*X^1).composite(2.0*X^2-1.0*X^1+1.0)=
- -160.0*X^10+400.0*X^9-800.0*X^8+1000.0*X^7-1026.0*X^6+769.0*X^5-471.0*X^4+211.0*X^3-75.0*X^2+17.0*X^1-3.0
- (-5.0*X^5+3.0*X^3-1.0*X^1).composite(-3.0*X^3+2.0*X^2-1.0*X^1+1.0)=
- 1215.0*X^15-4050.0*X^14+7425.0*X^13-11025.0*X^12+13350.0*X^11-13360.0*X^10+11719.0*X^9-8888.0*X^8+5836.0*X^7-3387.0*X^6+1684.0*X^5-717.0*X^4+262.0*X^3-75.0*X^2+17.0*X^1-3.0
- (-5.0*X^5+3.0*X^3-1.0*X^1).composite(4.0*X^4-2.0*X^2+1.0)=
- -5120.0*X^20+12800.0*X^18-19200.0*X^16+19200.0*X^14-14208.0*X^12+7872.0*X^10-3312.0*X^8+1032.0*X^6-232.0*X^4+34.0*X^2-3.0
- (-5.0*X^5+3.0*X^3-1.0*X^1).composite(-5.0*X^5+3.0*X^3-1.0*X^1)=
- 15625.0*X^25-46875.0*X^23+71875.0*X^21-71250.0*X^19+50125.0*X^17-26340.0*X^15+10700.0*X^13-3480.0*X^11+926.0*X^9-201.0*X^7+37.0*X^5-6.0*X^3+1.0*X^1
- (-5.0*X^5+3.0*X^3-1.0*X^1).composite(-5.0*X^5+3.0*X^3-1.0*X^1)=
- 15625.0*X^25-46875.0*X^23+71875.0*X^21-71250.0*X^19+50125.0*X^17-26340.0*X^15+10700.0*X^13-3480.0*X^11+926.0*X^9-201.0*X^7+37.0*X^5-6.0*X^3+1.0*X^1
- (-5.0*X^5+3.0*X^3-1.0*X^1).composite(0.0)=
- 0.0
- (0.0).composite(null)=
- null
- (0.0).composite(-1.0)=
- 0.0
- (0.0).composite(0.0)=
- 0.0
- (0.0).composite(1.0)=
- 0.0
- (0.0).composite(-1.0*X^1+1.0)=
- 0.0
- (0.0).composite(2.0*X^2-1.0*X^1+1.0)=
- 0.0
- (0.0).composite(-3.0*X^3+2.0*X^2-1.0*X^1+1.0)=
- 0.0
- (0.0).composite(4.0*X^4-2.0*X^2+1.0)=
- 0.0
- (0.0).composite(-5.0*X^5+3.0*X^3-1.0*X^1)=
- 0.0
- (0.0).composite(-5.0*X^5+3.0*X^3-1.0*X^1)=
- 0.0
- (0.0).composite(0.0)=
- 0.0
- (-1.0).degree()=0
- (0.0).degree()=0
- (1.0).degree()=0
- (-1.0*X^1+1.0).degree()=1
- (2.0*X^2-1.0*X^1+1.0).degree()=2
- (-3.0*X^3+2.0*X^2-1.0*X^1+1.0).degree()=3
- (4.0*X^4-2.0*X^2+1.0).degree()=4
- (-5.0*X^5+3.0*X^3-1.0*X^1).degree()=5
- (-5.0*X^5+3.0*X^3-1.0*X^1).degree()=5
- (0.0).degree()=0
- (-1.0).differentiate()=
- 0.0
- (0.0).differentiate()=
- 0.0
- (1.0).differentiate()=
- 0.0
- (-1.0*X^1+1.0).differentiate()=
- -1.0
- (2.0*X^2-1.0*X^1+1.0).differentiate()=
- 4.0*X^1-1.0
- (-3.0*X^3+2.0*X^2-1.0*X^1+1.0).differentiate()=
- -9.0*X^2+4.0*X^1-1.0
- (4.0*X^4-2.0*X^2+1.0).differentiate()=
- 16.0*X^3-4.0*X^1
- (-5.0*X^5+3.0*X^3-1.0*X^1).differentiate()=
- -25.0*X^4+9.0*X^2-1.0
- (-5.0*X^5+3.0*X^3-1.0*X^1).differentiate()=
- -25.0*X^4+9.0*X^2-1.0
- (0.0).differentiate()=
- 0.0
- (-1.0).dividedBy(null): null
- (-1.0).dividedBy(-1.0):
- quotient=1.0
- remainder=0.0
- (-1.0).dividedBy(0.0): null
- (-1.0).dividedBy(1.0):
- quotient=-1.0
- remainder=0.0
- (-1.0).dividedBy(-1.0*X^1+1.0):
- quotient=0.0
- remainder=-1.0
- (-1.0).dividedBy(2.0*X^2-1.0*X^1+1.0):
- quotient=0.0
- remainder=-1.0
- (-1.0).dividedBy(-3.0*X^3+2.0*X^2-1.0*X^1+1.0):
- quotient=0.0
- remainder=-1.0
- (-1.0).dividedBy(4.0*X^4-2.0*X^2+1.0):
- quotient=0.0
- remainder=-1.0
- (-1.0).dividedBy(-5.0*X^5+3.0*X^3-1.0*X^1):
- quotient=0.0
- remainder=-1.0
- (-1.0).dividedBy(-5.0*X^5+3.0*X^3-1.0*X^1):
- quotient=0.0
- remainder=-1.0
- (-1.0).dividedBy(0.0): null
- (0.0).dividedBy(null): null
- (0.0).dividedBy(-1.0):
- quotient=0.0
- remainder=0.0
- (0.0).dividedBy(0.0): null
- (0.0).dividedBy(1.0):
- quotient=0.0
- remainder=0.0
- (0.0).dividedBy(-1.0*X^1+1.0):
- quotient=0.0
- remainder=0.0
- (0.0).dividedBy(2.0*X^2-1.0*X^1+1.0):
- quotient=0.0
- remainder=0.0
- (0.0).dividedBy(-3.0*X^3+2.0*X^2-1.0*X^1+1.0):
- quotient=0.0
- remainder=0.0
- (0.0).dividedBy(4.0*X^4-2.0*X^2+1.0):
- quotient=0.0
- remainder=0.0
- (0.0).dividedBy(-5.0*X^5+3.0*X^3-1.0*X^1):
- quotient=0.0
- remainder=0.0
- (0.0).dividedBy(-5.0*X^5+3.0*X^3-1.0*X^1):
- quotient=0.0
- remainder=0.0
- (0.0).dividedBy(0.0): null
- (1.0).dividedBy(null): null
- (1.0).dividedBy(-1.0):
- quotient=-1.0
- remainder=0.0
- (1.0).dividedBy(0.0): null
- (1.0).dividedBy(1.0):
- quotient=1.0
- remainder=0.0
- (1.0).dividedBy(-1.0*X^1+1.0):
- quotient=0.0
- remainder=1.0
- (1.0).dividedBy(2.0*X^2-1.0*X^1+1.0):
- quotient=0.0
- remainder=1.0
- (1.0).dividedBy(-3.0*X^3+2.0*X^2-1.0*X^1+1.0):
- quotient=0.0
- remainder=1.0
- (1.0).dividedBy(4.0*X^4-2.0*X^2+1.0):
- quotient=0.0
- remainder=1.0
- (1.0).dividedBy(-5.0*X^5+3.0*X^3-1.0*X^1):
- quotient=0.0
- remainder=1.0
- (1.0).dividedBy(-5.0*X^5+3.0*X^3-1.0*X^1):
- quotient=0.0
- remainder=1.0
- (1.0).dividedBy(0.0): null
- (-1.0*X^1+1.0).dividedBy(null): null
- (-1.0*X^1+1.0).dividedBy(-1.0):
- quotient=1.0*X^1-1.0
- remainder=0.0
- (-1.0*X^1+1.0).dividedBy(0.0): null
- (-1.0*X^1+1.0).dividedBy(1.0):
- quotient=-1.0*X^1+1.0
- remainder=0.0
- (-1.0*X^1+1.0).dividedBy(-1.0*X^1+1.0):
- quotient=1.0
- remainder=0.0
- (-1.0*X^1+1.0).dividedBy(2.0*X^2-1.0*X^1+1.0):
- quotient=0.0
- remainder=-1.0*X^1+1.0
- (-1.0*X^1+1.0).dividedBy(-3.0*X^3+2.0*X^2-1.0*X^1+1.0):
- quotient=0.0
- remainder=-1.0*X^1+1.0
- (-1.0*X^1+1.0).dividedBy(4.0*X^4-2.0*X^2+1.0):
- quotient=0.0
- remainder=-1.0*X^1+1.0
- (-1.0*X^1+1.0).dividedBy(-5.0*X^5+3.0*X^3-1.0*X^1):
- quotient=0.0
- remainder=-1.0*X^1+1.0
- (-1.0*X^1+1.0).dividedBy(-5.0*X^5+3.0*X^3-1.0*X^1):
- quotient=0.0
- remainder=-1.0*X^1+1.0
- (-1.0*X^1+1.0).dividedBy(0.0): null
- (2.0*X^2-1.0*X^1+1.0).dividedBy(null): null
- (2.0*X^2-1.0*X^1+1.0).dividedBy(-1.0):
- quotient=-2.0*X^2+1.0*X^1-1.0
- remainder=0.0
- (2.0*X^2-1.0*X^1+1.0).dividedBy(0.0): null
- (2.0*X^2-1.0*X^1+1.0).dividedBy(1.0):
- quotient=2.0*X^2-1.0*X^1+1.0
- remainder=0.0
- (2.0*X^2-1.0*X^1+1.0).dividedBy(-1.0*X^1+1.0):
- quotient=-2.0*X^1-1.0
- remainder=2.0
- (2.0*X^2-1.0*X^1+1.0).dividedBy(2.0*X^2-1.0*X^1+1.0):
- quotient=1.0
- remainder=0.0
- (2.0*X^2-1.0*X^1+1.0).dividedBy(-3.0*X^3+2.0*X^2-1.0*X^1+1.0):
- quotient=0.0
- remainder=2.0*X^2-1.0*X^1+1.0
- (2.0*X^2-1.0*X^1+1.0).dividedBy(4.0*X^4-2.0*X^2+1.0):
- quotient=0.0
- remainder=2.0*X^2-1.0*X^1+1.0
- (2.0*X^2-1.0*X^1+1.0).dividedBy(-5.0*X^5+3.0*X^3-1.0*X^1):
- quotient=0.0
- remainder=2.0*X^2-1.0*X^1+1.0
- (2.0*X^2-1.0*X^1+1.0).dividedBy(-5.0*X^5+3.0*X^3-1.0*X^1):
- quotient=0.0
- remainder=2.0*X^2-1.0*X^1+1.0
- (2.0*X^2-1.0*X^1+1.0).dividedBy(0.0): null
- (-3.0*X^3+2.0*X^2-1.0*X^1+1.0).dividedBy(null): null
- (-3.0*X^3+2.0*X^2-1.0*X^1+1.0).dividedBy(-1.0):
- quotient=3.0*X^3-2.0*X^2+1.0*X^1-1.0
- remainder=0.0
- (-3.0*X^3+2.0*X^2-1.0*X^1+1.0).dividedBy(0.0): null
- (-3.0*X^3+2.0*X^2-1.0*X^1+1.0).dividedBy(1.0):
- quotient=-3.0*X^3+2.0*X^2-1.0*X^1+1.0
- remainder=0.0
- (-3.0*X^3+2.0*X^2-1.0*X^1+1.0).dividedBy(-1.0*X^1+1.0):
- quotient=3.0*X^2+1.0*X^1+2.0
- remainder=-1.0
- (-3.0*X^3+2.0*X^2-1.0*X^1+1.0).dividedBy(2.0*X^2-1.0*X^1+1.0):
- quotient=-1.5*X^1+0.25
- remainder=0.75*X^1+0.75
- (-3.0*X^3+2.0*X^2-1.0*X^1+1.0).dividedBy(-3.0*X^3+2.0*X^2-1.0*X^1+1.0):
- quotient=1.0
- remainder=0.0
- (-3.0*X^3+2.0*X^2-1.0*X^1+1.0).dividedBy(4.0*X^4-2.0*X^2+1.0):
- quotient=0.0
- remainder=-3.0*X^3+2.0*X^2-1.0*X^1+1.0
- (-3.0*X^3+2.0*X^2-1.0*X^1+1.0).dividedBy(-5.0*X^5+3.0*X^3-1.0*X^1):
- quotient=0.0
- remainder=-3.0*X^3+2.0*X^2-1.0*X^1+1.0
- (-3.0*X^3+2.0*X^2-1.0*X^1+1.0).dividedBy(-5.0*X^5+3.0*X^3-1.0*X^1):
- quotient=0.0
- remainder=-3.0*X^3+2.0*X^2-1.0*X^1+1.0
- (-3.0*X^3+2.0*X^2-1.0*X^1+1.0).dividedBy(0.0): null
- (4.0*X^4-2.0*X^2+1.0).dividedBy(null): null
- (4.0*X^4-2.0*X^2+1.0).dividedBy(-1.0):
- quotient=-4.0*X^4+2.0*X^2-1.0
- remainder=0.0
- (4.0*X^4-2.0*X^2+1.0).dividedBy(0.0): null
- (4.0*X^4-2.0*X^2+1.0).dividedBy(1.0):
- quotient=4.0*X^4-2.0*X^2+1.0
- remainder=0.0
- (4.0*X^4-2.0*X^2+1.0).dividedBy(-1.0*X^1+1.0):
- quotient=-4.0*X^3-4.0*X^2-2.0*X^1-2.0
- remainder=3.0
- (4.0*X^4-2.0*X^2+1.0).dividedBy(2.0*X^2-1.0*X^1+1.0):
- quotient=2.0*X^2+1.0*X^1-1.5
- remainder=-2.5*X^1+2.5
- (4.0*X^4-2.0*X^2+1.0).dividedBy(-3.0*X^3+2.0*X^2-1.0*X^1+1.0):
- quotient=-1.3333333333333333*X^1-0.8888888888888888
- remainder=-1.5555555555555554*X^2+0.4444444444444444*X^1+1.8888888888888888
- (4.0*X^4-2.0*X^2+1.0).dividedBy(4.0*X^4-2.0*X^2+1.0):
- quotient=1.0
- remainder=0.0
- (4.0*X^4-2.0*X^2+1.0).dividedBy(-5.0*X^5+3.0*X^3-1.0*X^1):
- quotient=0.0
- remainder=4.0*X^4-2.0*X^2+1.0
- (4.0*X^4-2.0*X^2+1.0).dividedBy(-5.0*X^5+3.0*X^3-1.0*X^1):
- quotient=0.0
- remainder=4.0*X^4-2.0*X^2+1.0
- (4.0*X^4-2.0*X^2+1.0).dividedBy(0.0): null
- (-5.0*X^5+3.0*X^3-1.0*X^1).dividedBy(null): null
- (-5.0*X^5+3.0*X^3-1.0*X^1).dividedBy(-1.0):
- quotient=5.0*X^5-3.0*X^3+1.0*X^1
- remainder=0.0
- (-5.0*X^5+3.0*X^3-1.0*X^1).dividedBy(0.0): null
- (-5.0*X^5+3.0*X^3-1.0*X^1).dividedBy(1.0):
- quotient=-5.0*X^5+3.0*X^3-1.0*X^1
- remainder=0.0
- (-5.0*X^5+3.0*X^3-1.0*X^1).dividedBy(-1.0*X^1+1.0):
- quotient=5.0*X^4+5.0*X^3+2.0*X^2+2.0*X^1+3.0
- remainder=-3.0
- (-5.0*X^5+3.0*X^3-1.0*X^1).dividedBy(2.0*X^2-1.0*X^1+1.0):
- quotient=-2.5*X^3-1.25*X^2+2.125*X^1+1.6875
- remainder=-1.4375*X^1-1.6875
- (-5.0*X^5+3.0*X^3-1.0*X^1).dividedBy(-3.0*X^3+2.0*X^2-1.0*X^1+1.0):
- quotient=1.6666666666666667*X^2+1.1111111111111112*X^1-0.8148148148148149
- remainder=1.0740740740740742*X^2-2.925925925925926*X^1+0.8148148148148149
- (-5.0*X^5+3.0*X^3-1.0*X^1).dividedBy(4.0*X^4-2.0*X^2+1.0):
- quotient=-1.25*X^1
- remainder=0.5*X^3+0.25*X^1
- (-5.0*X^5+3.0*X^3-1.0*X^1).dividedBy(-5.0*X^5+3.0*X^3-1.0*X^1):
- quotient=1.0
- remainder=0.0
- (-5.0*X^5+3.0*X^3-1.0*X^1).dividedBy(-5.0*X^5+3.0*X^3-1.0*X^1):
- quotient=1.0
- remainder=0.0
- (-5.0*X^5+3.0*X^3-1.0*X^1).dividedBy(0.0): null
- (-5.0*X^5+3.0*X^3-1.0*X^1).dividedBy(null): null
- (-5.0*X^5+3.0*X^3-1.0*X^1).dividedBy(-1.0):
- quotient=5.0*X^5-3.0*X^3+1.0*X^1
- remainder=0.0
- (-5.0*X^5+3.0*X^3-1.0*X^1).dividedBy(0.0): null
- (-5.0*X^5+3.0*X^3-1.0*X^1).dividedBy(1.0):
- quotient=-5.0*X^5+3.0*X^3-1.0*X^1
- remainder=0.0
- (-5.0*X^5+3.0*X^3-1.0*X^1).dividedBy(-1.0*X^1+1.0):
- quotient=5.0*X^4+5.0*X^3+2.0*X^2+2.0*X^1+3.0
- remainder=-3.0
- (-5.0*X^5+3.0*X^3-1.0*X^1).dividedBy(2.0*X^2-1.0*X^1+1.0):
- quotient=-2.5*X^3-1.25*X^2+2.125*X^1+1.6875
- remainder=-1.4375*X^1-1.6875
- (-5.0*X^5+3.0*X^3-1.0*X^1).dividedBy(-3.0*X^3+2.0*X^2-1.0*X^1+1.0):
- quotient=1.6666666666666667*X^2+1.1111111111111112*X^1-0.8148148148148149
- remainder=1.0740740740740742*X^2-2.925925925925926*X^1+0.8148148148148149
- (-5.0*X^5+3.0*X^3-1.0*X^1).dividedBy(4.0*X^4-2.0*X^2+1.0):
- quotient=-1.25*X^1
- remainder=0.5*X^3+0.25*X^1
- (-5.0*X^5+3.0*X^3-1.0*X^1).dividedBy(-5.0*X^5+3.0*X^3-1.0*X^1):
- quotient=1.0
- remainder=0.0
- (-5.0*X^5+3.0*X^3-1.0*X^1).dividedBy(-5.0*X^5+3.0*X^3-1.0*X^1):
- quotient=1.0
- remainder=0.0
- (-5.0*X^5+3.0*X^3-1.0*X^1).dividedBy(0.0): null
- (0.0).dividedBy(null): null
- (0.0).dividedBy(-1.0):
- quotient=0.0
- remainder=0.0
- (0.0).dividedBy(0.0): null
- (0.0).dividedBy(1.0):
- quotient=0.0
- remainder=0.0
- (0.0).dividedBy(-1.0*X^1+1.0):
- quotient=0.0
- remainder=0.0
- (0.0).dividedBy(2.0*X^2-1.0*X^1+1.0):
- quotient=0.0
- remainder=0.0
- (0.0).dividedBy(-3.0*X^3+2.0*X^2-1.0*X^1+1.0):
- quotient=0.0
- remainder=0.0
- (0.0).dividedBy(4.0*X^4-2.0*X^2+1.0):
- quotient=0.0
- remainder=0.0
- (0.0).dividedBy(-5.0*X^5+3.0*X^3-1.0*X^1):
- quotient=0.0
- remainder=0.0
- (0.0).dividedBy(-5.0*X^5+3.0*X^3-1.0*X^1):
- quotient=0.0
- remainder=0.0
- (0.0).dividedBy(0.0): null
- (-1.0).equals(null)=
- false
- (-1.0).equals(-1.0)=
- true
- (-1.0).equals(0.0)=
- false
- (-1.0).equals(1.0)=
- false
- (-1.0).equals(-1.0*X^1+1.0)=
- false
- (-1.0).equals(2.0*X^2-1.0*X^1+1.0)=
- false
- (-1.0).equals(-3.0*X^3+2.0*X^2-1.0*X^1+1.0)=
- false
- (-1.0).equals(4.0*X^4-2.0*X^2+1.0)=
- false
- (-1.0).equals(-5.0*X^5+3.0*X^3-1.0*X^1)=
- false
- (-1.0).equals(-5.0*X^5+3.0*X^3-1.0*X^1)=
- false
- (-1.0).equals(0.0)=
- false
- (0.0).equals(null)=
- false
- (0.0).equals(-1.0)=
- false
- (0.0).equals(0.0)=
- true
- (0.0).equals(1.0)=
- false
- (0.0).equals(-1.0*X^1+1.0)=
- false
- (0.0).equals(2.0*X^2-1.0*X^1+1.0)=
- false
- (0.0).equals(-3.0*X^3+2.0*X^2-1.0*X^1+1.0)=
- false
- (0.0).equals(4.0*X^4-2.0*X^2+1.0)=
- false
- (0.0).equals(-5.0*X^5+3.0*X^3-1.0*X^1)=
- false
- (0.0).equals(-5.0*X^5+3.0*X^3-1.0*X^1)=
- false
- (0.0).equals(0.0)=
- true
- (1.0).equals(null)=
- false
- (1.0).equals(-1.0)=
- false
- (1.0).equals(0.0)=
- false
- (1.0).equals(1.0)=
- true
- (1.0).equals(-1.0*X^1+1.0)=
- false
- (1.0).equals(2.0*X^2-1.0*X^1+1.0)=
- false
- (1.0).equals(-3.0*X^3+2.0*X^2-1.0*X^1+1.0)=
- false
- (1.0).equals(4.0*X^4-2.0*X^2+1.0)=
- false
- (1.0).equals(-5.0*X^5+3.0*X^3-1.0*X^1)=
- false
- (1.0).equals(-5.0*X^5+3.0*X^3-1.0*X^1)=
- false
- (1.0).equals(0.0)=
- false
- (-1.0*X^1+1.0).equals(null)=
- false
- (-1.0*X^1+1.0).equals(-1.0)=
- false
- (-1.0*X^1+1.0).equals(0.0)=
- false
- (-1.0*X^1+1.0).equals(1.0)=
- false
- (-1.0*X^1+1.0).equals(-1.0*X^1+1.0)=
- true
- (-1.0*X^1+1.0).equals(2.0*X^2-1.0*X^1+1.0)=
- false
- (-1.0*X^1+1.0).equals(-3.0*X^3+2.0*X^2-1.0*X^1+1.0)=
- false
- (-1.0*X^1+1.0).equals(4.0*X^4-2.0*X^2+1.0)=
- false
- (-1.0*X^1+1.0).equals(-5.0*X^5+3.0*X^3-1.0*X^1)=
- false
- (-1.0*X^1+1.0).equals(-5.0*X^5+3.0*X^3-1.0*X^1)=
- false
- (-1.0*X^1+1.0).equals(0.0)=
- false
- (2.0*X^2-1.0*X^1+1.0).equals(null)=
- false
- (2.0*X^2-1.0*X^1+1.0).equals(-1.0)=
- false
- (2.0*X^2-1.0*X^1+1.0).equals(0.0)=
- false
- (2.0*X^2-1.0*X^1+1.0).equals(1.0)=
- false
- (2.0*X^2-1.0*X^1+1.0).equals(-1.0*X^1+1.0)=
- false
- (2.0*X^2-1.0*X^1+1.0).equals(2.0*X^2-1.0*X^1+1.0)=
- true
- (2.0*X^2-1.0*X^1+1.0).equals(-3.0*X^3+2.0*X^2-1.0*X^1+1.0)=
- false
- (2.0*X^2-1.0*X^1+1.0).equals(4.0*X^4-2.0*X^2+1.0)=
- false
- (2.0*X^2-1.0*X^1+1.0).equals(-5.0*X^5+3.0*X^3-1.0*X^1)=
- false
- (2.0*X^2-1.0*X^1+1.0).equals(-5.0*X^5+3.0*X^3-1.0*X^1)=
- false
- (2.0*X^2-1.0*X^1+1.0).equals(0.0)=
- false
- (-3.0*X^3+2.0*X^2-1.0*X^1+1.0).equals(null)=
- false
- (-3.0*X^3+2.0*X^2-1.0*X^1+1.0).equals(-1.0)=
- false
- (-3.0*X^3+2.0*X^2-1.0*X^1+1.0).equals(0.0)=
- false
- (-3.0*X^3+2.0*X^2-1.0*X^1+1.0).equals(1.0)=
- false
- (-3.0*X^3+2.0*X^2-1.0*X^1+1.0).equals(-1.0*X^1+1.0)=
- false
- (-3.0*X^3+2.0*X^2-1.0*X^1+1.0).equals(2.0*X^2-1.0*X^1+1.0)=
- false
- (-3.0*X^3+2.0*X^2-1.0*X^1+1.0).equals(-3.0*X^3+2.0*X^2-1.0*X^1+1.0)=
- true
- (-3.0*X^3+2.0*X^2-1.0*X^1+1.0).equals(4.0*X^4-2.0*X^2+1.0)=
- false
- (-3.0*X^3+2.0*X^2-1.0*X^1+1.0).equals(-5.0*X^5+3.0*X^3-1.0*X^1)=
- false
- (-3.0*X^3+2.0*X^2-1.0*X^1+1.0).equals(-5.0*X^5+3.0*X^3-1.0*X^1)=
- false
- (-3.0*X^3+2.0*X^2-1.0*X^1+1.0).equals(0.0)=
- false
- (4.0*X^4-2.0*X^2+1.0).equals(null)=
- false
- (4.0*X^4-2.0*X^2+1.0).equals(-1.0)=
- false
- (4.0*X^4-2.0*X^2+1.0).equals(0.0)=
- false
- (4.0*X^4-2.0*X^2+1.0).equals(1.0)=
- false
- (4.0*X^4-2.0*X^2+1.0).equals(-1.0*X^1+1.0)=
- false
- (4.0*X^4-2.0*X^2+1.0).equals(2.0*X^2-1.0*X^1+1.0)=
- false
- (4.0*X^4-2.0*X^2+1.0).equals(-3.0*X^3+2.0*X^2-1.0*X^1+1.0)=
- false
- (4.0*X^4-2.0*X^2+1.0).equals(4.0*X^4-2.0*X^2+1.0)=
- true
- (4.0*X^4-2.0*X^2+1.0).equals(-5.0*X^5+3.0*X^3-1.0*X^1)=
- false
- (4.0*X^4-2.0*X^2+1.0).equals(-5.0*X^5+3.0*X^3-1.0*X^1)=
- false
- (4.0*X^4-2.0*X^2+1.0).equals(0.0)=
- false
- (-5.0*X^5+3.0*X^3-1.0*X^1).equals(null)=
- false
- (-5.0*X^5+3.0*X^3-1.0*X^1).equals(-1.0)=
- false
- (-5.0*X^5+3.0*X^3-1.0*X^1).equals(0.0)=
- false
- (-5.0*X^5+3.0*X^3-1.0*X^1).equals(1.0)=
- false
- (-5.0*X^5+3.0*X^3-1.0*X^1).equals(-1.0*X^1+1.0)=
- false
- (-5.0*X^5+3.0*X^3-1.0*X^1).equals(2.0*X^2-1.0*X^1+1.0)=
- false
- (-5.0*X^5+3.0*X^3-1.0*X^1).equals(-3.0*X^3+2.0*X^2-1.0*X^1+1.0)=
- false
- (-5.0*X^5+3.0*X^3-1.0*X^1).equals(4.0*X^4-2.0*X^2+1.0)=
- false
- (-5.0*X^5+3.0*X^3-1.0*X^1).equals(-5.0*X^5+3.0*X^3-1.0*X^1)=
- true
- (-5.0*X^5+3.0*X^3-1.0*X^1).equals(-5.0*X^5+3.0*X^3-1.0*X^1)=
- true
- (-5.0*X^5+3.0*X^3-1.0*X^1).equals(0.0)=
- false
- (-5.0*X^5+3.0*X^3-1.0*X^1).equals(null)=
- false
- (-5.0*X^5+3.0*X^3-1.0*X^1).equals(-1.0)=
- false
- (-5.0*X^5+3.0*X^3-1.0*X^1).equals(0.0)=
- false
- (-5.0*X^5+3.0*X^3-1.0*X^1).equals(1.0)=
- false
- (-5.0*X^5+3.0*X^3-1.0*X^1).equals(-1.0*X^1+1.0)=
- false
- (-5.0*X^5+3.0*X^3-1.0*X^1).equals(2.0*X^2-1.0*X^1+1.0)=
- false
- (-5.0*X^5+3.0*X^3-1.0*X^1).equals(-3.0*X^3+2.0*X^2-1.0*X^1+1.0)=
- false
- (-5.0*X^5+3.0*X^3-1.0*X^1).equals(4.0*X^4-2.0*X^2+1.0)=
- false
- (-5.0*X^5+3.0*X^3-1.0*X^1).equals(-5.0*X^5+3.0*X^3-1.0*X^1)=
- true
- (-5.0*X^5+3.0*X^3-1.0*X^1).equals(-5.0*X^5+3.0*X^3-1.0*X^1)=
- true
- (-5.0*X^5+3.0*X^3-1.0*X^1).equals(0.0)=
- false
- (0.0).equals(null)=
- false
- (0.0).equals(-1.0)=
- false
- (0.0).equals(0.0)=
- true
- (0.0).equals(1.0)=
- false
- (0.0).equals(-1.0*X^1+1.0)=
- false
- (0.0).equals(2.0*X^2-1.0*X^1+1.0)=
- false
- (0.0).equals(-3.0*X^3+2.0*X^2-1.0*X^1+1.0)=
- false
- (0.0).equals(4.0*X^4-2.0*X^2+1.0)=
- false
- (0.0).equals(-5.0*X^5+3.0*X^3-1.0*X^1)=
- false
- (0.0).equals(-5.0*X^5+3.0*X^3-1.0*X^1)=
- false
- (0.0).equals(0.0)=
- true
- (-1.0).evaluate(-2.0)=-1.0
- (-1.0).evaluate(-1.0)=-1.0
- (-1.0).evaluate(0.0)=-1.0
- (-1.0).evaluate(1.0)=-1.0
- (-1.0).evaluate(2.0)=-1.0
- (0.0).evaluate(-2.0)=0.0
- (0.0).evaluate(-1.0)=0.0
- (0.0).evaluate(0.0)=0.0
- (0.0).evaluate(1.0)=0.0
- (0.0).evaluate(2.0)=0.0
- (1.0).evaluate(-2.0)=1.0
- (1.0).evaluate(-1.0)=1.0
- (1.0).evaluate(0.0)=1.0
- (1.0).evaluate(1.0)=1.0
- (1.0).evaluate(2.0)=1.0
- (-1.0*X^1+1.0).evaluate(-2.0)=3.0
- (-1.0*X^1+1.0).evaluate(-1.0)=2.0
- (-1.0*X^1+1.0).evaluate(0.0)=1.0
- (-1.0*X^1+1.0).evaluate(1.0)=0.0
- (-1.0*X^1+1.0).evaluate(2.0)=-1.0
- (2.0*X^2-1.0*X^1+1.0).evaluate(-2.0)=11.0
- (2.0*X^2-1.0*X^1+1.0).evaluate(-1.0)=4.0
- (2.0*X^2-1.0*X^1+1.0).evaluate(0.0)=1.0
- (2.0*X^2-1.0*X^1+1.0).evaluate(1.0)=2.0
- (2.0*X^2-1.0*X^1+1.0).evaluate(2.0)=7.0
- (-3.0*X^3+2.0*X^2-1.0*X^1+1.0).evaluate(-2.0)=35.0
- (-3.0*X^3+2.0*X^2-1.0*X^1+1.0).evaluate(-1.0)=7.0
- (-3.0*X^3+2.0*X^2-1.0*X^1+1.0).evaluate(0.0)=1.0
- (-3.0*X^3+2.0*X^2-1.0*X^1+1.0).evaluate(1.0)=-1.0
- (-3.0*X^3+2.0*X^2-1.0*X^1+1.0).evaluate(2.0)=-17.0
- (4.0*X^4-2.0*X^2+1.0).evaluate(-2.0)=57.0
- (4.0*X^4-2.0*X^2+1.0).evaluate(-1.0)=3.0
- (4.0*X^4-2.0*X^2+1.0).evaluate(0.0)=1.0
- (4.0*X^4-2.0*X^2+1.0).evaluate(1.0)=3.0
- (4.0*X^4-2.0*X^2+1.0).evaluate(2.0)=57.0
- (-5.0*X^5+3.0*X^3-1.0*X^1).evaluate(-2.0)=138.0
- (-5.0*X^5+3.0*X^3-1.0*X^1).evaluate(-1.0)=3.0
- (-5.0*X^5+3.0*X^3-1.0*X^1).evaluate(0.0)=0.0
- (-5.0*X^5+3.0*X^3-1.0*X^1).evaluate(1.0)=-3.0
- (-5.0*X^5+3.0*X^3-1.0*X^1).evaluate(2.0)=-138.0
- (-5.0*X^5+3.0*X^3-1.0*X^1).evaluate(-2.0)=138.0
- (-5.0*X^5+3.0*X^3-1.0*X^1).evaluate(-1.0)=3.0
- (-5.0*X^5+3.0*X^3-1.0*X^1).evaluate(0.0)=0.0
- (-5.0*X^5+3.0*X^3-1.0*X^1).evaluate(1.0)=-3.0
- (-5.0*X^5+3.0*X^3-1.0*X^1).evaluate(2.0)=-138.0
- (0.0).evaluate(-2.0)=0.0
- (0.0).evaluate(-1.0)=0.0
- (0.0).evaluate(0.0)=0.0
- (0.0).evaluate(1.0)=0.0
- (0.0).evaluate(2.0)=0.0
- (-1.0).integrate()=
- -1.0*X^1
- (0.0).integrate()=
- 0.0
- (1.0).integrate()=
- 1.0*X^1
- (-1.0*X^1+1.0).integrate()=
- -0.5*X^2+1.0*X^1
- (2.0*X^2-1.0*X^1+1.0).integrate()=
- 0.6666666666666666*X^3-0.5*X^2+1.0*X^1
- (-3.0*X^3+2.0*X^2-1.0*X^1+1.0).integrate()=
- -0.75*X^4+0.6666666666666666*X^3-0.5*X^2+1.0*X^1
- (4.0*X^4-2.0*X^2+1.0).integrate()=
- 0.8*X^5-0.6666666666666666*X^3+1.0*X^1
- (-5.0*X^5+3.0*X^3-1.0*X^1).integrate()=
- -0.8333333333333334*X^6+0.75*X^4-0.5*X^2
- (-5.0*X^5+3.0*X^3-1.0*X^1).integrate()=
- -0.8333333333333334*X^6+0.75*X^4-0.5*X^2
- (0.0).integrate()=
- 0.0
- (-1.0).minus(null)=
- null
- (-1.0).minus(-1.0)=
- 0.0
- (-1.0).minus(0.0)=
- -1.0
- (-1.0).minus(1.0)=
- -2.0
- (-1.0).minus(-1.0*X^1+1.0)=
- 1.0*X^1-2.0
- (-1.0).minus(2.0*X^2-1.0*X^1+1.0)=
- -2.0*X^2+1.0*X^1-2.0
- (-1.0).minus(-3.0*X^3+2.0*X^2-1.0*X^1+1.0)=
- 3.0*X^3-2.0*X^2+1.0*X^1-2.0
- (-1.0).minus(4.0*X^4-2.0*X^2+1.0)=
- -4.0*X^4+2.0*X^2-2.0
- (-1.0).minus(-5.0*X^5+3.0*X^3-1.0*X^1)=
- 5.0*X^5-3.0*X^3+1.0*X^1-1.0
- (-1.0).minus(-5.0*X^5+3.0*X^3-1.0*X^1)=
- 5.0*X^5-3.0*X^3+1.0*X^1-1.0
- (-1.0).minus(0.0)=
- -1.0
- (0.0).minus(null)=
- null
- (0.0).minus(-1.0)=
- 1.0
- (0.0).minus(0.0)=
- 0.0
- (0.0).minus(1.0)=
- -1.0
- (0.0).minus(-1.0*X^1+1.0)=
- 1.0*X^1-1.0
- (0.0).minus(2.0*X^2-1.0*X^1+1.0)=
- -2.0*X^2+1.0*X^1-1.0
- (0.0).minus(-3.0*X^3+2.0*X^2-1.0*X^1+1.0)=
- 3.0*X^3-2.0*X^2+1.0*X^1-1.0
- (0.0).minus(4.0*X^4-2.0*X^2+1.0)=
- -4.0*X^4+2.0*X^2-1.0
- (0.0).minus(-5.0*X^5+3.0*X^3-1.0*X^1)=
- 5.0*X^5-3.0*X^3+1.0*X^1
- (0.0).minus(-5.0*X^5+3.0*X^3-1.0*X^1)=
- 5.0*X^5-3.0*X^3+1.0*X^1
- (0.0).minus(0.0)=
- 0.0
- (1.0).minus(null)=
- null
- (1.0).minus(-1.0)=
- 2.0
- (1.0).minus(0.0)=
- 1.0
- (1.0).minus(1.0)=
- 0.0
- (1.0).minus(-1.0*X^1+1.0)=
- 1.0*X^1
- (1.0).minus(2.0*X^2-1.0*X^1+1.0)=
- -2.0*X^2+1.0*X^1
- (1.0).minus(-3.0*X^3+2.0*X^2-1.0*X^1+1.0)=
- 3.0*X^3-2.0*X^2+1.0*X^1
- (1.0).minus(4.0*X^4-2.0*X^2+1.0)=
- -4.0*X^4+2.0*X^2
- (1.0).minus(-5.0*X^5+3.0*X^3-1.0*X^1)=
- 5.0*X^5-3.0*X^3+1.0*X^1+1.0
- (1.0).minus(-5.0*X^5+3.0*X^3-1.0*X^1)=
- 5.0*X^5-3.0*X^3+1.0*X^1+1.0
- (1.0).minus(0.0)=
- 1.0
- (-1.0*X^1+1.0).minus(null)=
- null
- (-1.0*X^1+1.0).minus(-1.0)=
- -1.0*X^1+2.0
- (-1.0*X^1+1.0).minus(0.0)=
- -1.0*X^1+1.0
- (-1.0*X^1+1.0).minus(1.0)=
- -1.0*X^1
- (-1.0*X^1+1.0).minus(-1.0*X^1+1.0)=
- 0.0
- (-1.0*X^1+1.0).minus(2.0*X^2-1.0*X^1+1.0)=
- -2.0*X^2
- (-1.0*X^1+1.0).minus(-3.0*X^3+2.0*X^2-1.0*X^1+1.0)=
- 3.0*X^3-2.0*X^2
- (-1.0*X^1+1.0).minus(4.0*X^4-2.0*X^2+1.0)=
- -4.0*X^4+2.0*X^2-1.0*X^1
- (-1.0*X^1+1.0).minus(-5.0*X^5+3.0*X^3-1.0*X^1)=
- 5.0*X^5-3.0*X^3+1.0
- (-1.0*X^1+1.0).minus(-5.0*X^5+3.0*X^3-1.0*X^1)=
- 5.0*X^5-3.0*X^3+1.0
- (-1.0*X^1+1.0).minus(0.0)=
- -1.0*X^1+1.0
- (2.0*X^2-1.0*X^1+1.0).minus(null)=
- null
- (2.0*X^2-1.0*X^1+1.0).minus(-1.0)=
- 2.0*X^2-1.0*X^1+2.0
- (2.0*X^2-1.0*X^1+1.0).minus(0.0)=
- 2.0*X^2-1.0*X^1+1.0
- (2.0*X^2-1.0*X^1+1.0).minus(1.0)=
- 2.0*X^2-1.0*X^1
- (2.0*X^2-1.0*X^1+1.0).minus(-1.0*X^1+1.0)=
- 2.0*X^2
- (2.0*X^2-1.0*X^1+1.0).minus(2.0*X^2-1.0*X^1+1.0)=
- 0.0
- (2.0*X^2-1.0*X^1+1.0).minus(-3.0*X^3+2.0*X^2-1.0*X^1+1.0)=
- 3.0*X^3
- (2.0*X^2-1.0*X^1+1.0).minus(4.0*X^4-2.0*X^2+1.0)=
- -4.0*X^4+4.0*X^2-1.0*X^1
- (2.0*X^2-1.0*X^1+1.0).minus(-5.0*X^5+3.0*X^3-1.0*X^1)=
- 5.0*X^5-3.0*X^3+2.0*X^2+1.0
- (2.0*X^2-1.0*X^1+1.0).minus(-5.0*X^5+3.0*X^3-1.0*X^1)=
- 5.0*X^5-3.0*X^3+2.0*X^2+1.0
- (2.0*X^2-1.0*X^1+1.0).minus(0.0)=
- 2.0*X^2-1.0*X^1+1.0
- (-3.0*X^3+2.0*X^2-1.0*X^1+1.0).minus(null)=
- null
- (-3.0*X^3+2.0*X^2-1.0*X^1+1.0).minus(-1.0)=
- -3.0*X^3+2.0*X^2-1.0*X^1+2.0
- (-3.0*X^3+2.0*X^2-1.0*X^1+1.0).minus(0.0)=
- -3.0*X^3+2.0*X^2-1.0*X^1+1.0
- (-3.0*X^3+2.0*X^2-1.0*X^1+1.0).minus(1.0)=
- -3.0*X^3+2.0*X^2-1.0*X^1
- (-3.0*X^3+2.0*X^2-1.0*X^1+1.0).minus(-1.0*X^1+1.0)=
- -3.0*X^3+2.0*X^2
- (-3.0*X^3+2.0*X^2-1.0*X^1+1.0).minus(2.0*X^2-1.0*X^1+1.0)=
- -3.0*X^3
- (-3.0*X^3+2.0*X^2-1.0*X^1+1.0).minus(-3.0*X^3+2.0*X^2-1.0*X^1+1.0)=
- 0.0
- (-3.0*X^3+2.0*X^2-1.0*X^1+1.0).minus(4.0*X^4-2.0*X^2+1.0)=
- -4.0*X^4-3.0*X^3+4.0*X^2-1.0*X^1
- (-3.0*X^3+2.0*X^2-1.0*X^1+1.0).minus(-5.0*X^5+3.0*X^3-1.0*X^1)=
- 5.0*X^5-6.0*X^3+2.0*X^2+1.0
- (-3.0*X^3+2.0*X^2-1.0*X^1+1.0).minus(-5.0*X^5+3.0*X^3-1.0*X^1)=
- 5.0*X^5-6.0*X^3+2.0*X^2+1.0
- (-3.0*X^3+2.0*X^2-1.0*X^1+1.0).minus(0.0)=
- -3.0*X^3+2.0*X^2-1.0*X^1+1.0
- (4.0*X^4-2.0*X^2+1.0).minus(null)=
- null
- (4.0*X^4-2.0*X^2+1.0).minus(-1.0)=
- 4.0*X^4-2.0*X^2+2.0
- (4.0*X^4-2.0*X^2+1.0).minus(0.0)=
- 4.0*X^4-2.0*X^2+1.0
- (4.0*X^4-2.0*X^2+1.0).minus(1.0)=
- 4.0*X^4-2.0*X^2
- (4.0*X^4-2.0*X^2+1.0).minus(-1.0*X^1+1.0)=
- 4.0*X^4-2.0*X^2+1.0*X^1
- (4.0*X^4-2.0*X^2+1.0).minus(2.0*X^2-1.0*X^1+1.0)=
- 4.0*X^4-4.0*X^2+1.0*X^1
- (4.0*X^4-2.0*X^2+1.0).minus(-3.0*X^3+2.0*X^2-1.0*X^1+1.0)=
- 4.0*X^4+3.0*X^3-4.0*X^2+1.0*X^1
- (4.0*X^4-2.0*X^2+1.0).minus(4.0*X^4-2.0*X^2+1.0)=
- 0.0
- (4.0*X^4-2.0*X^2+1.0).minus(-5.0*X^5+3.0*X^3-1.0*X^1)=
- 5.0*X^5+4.0*X^4-3.0*X^3-2.0*X^2+1.0*X^1+1.0
- (4.0*X^4-2.0*X^2+1.0).minus(-5.0*X^5+3.0*X^3-1.0*X^1)=
- 5.0*X^5+4.0*X^4-3.0*X^3-2.0*X^2+1.0*X^1+1.0
- (4.0*X^4-2.0*X^2+1.0).minus(0.0)=
- 4.0*X^4-2.0*X^2+1.0
- (-5.0*X^5+3.0*X^3-1.0*X^1).minus(null)=
- null
- (-5.0*X^5+3.0*X^3-1.0*X^1).minus(-1.0)=
- -5.0*X^5+3.0*X^3-1.0*X^1+1.0
- (-5.0*X^5+3.0*X^3-1.0*X^1).minus(0.0)=
- -5.0*X^5+3.0*X^3-1.0*X^1
- (-5.0*X^5+3.0*X^3-1.0*X^1).minus(1.0)=
- -5.0*X^5+3.0*X^3-1.0*X^1-1.0
- (-5.0*X^5+3.0*X^3-1.0*X^1).minus(-1.0*X^1+1.0)=
- -5.0*X^5+3.0*X^3-1.0
- (-5.0*X^5+3.0*X^3-1.0*X^1).minus(2.0*X^2-1.0*X^1+1.0)=
- -5.0*X^5+3.0*X^3-2.0*X^2-1.0
- (-5.0*X^5+3.0*X^3-1.0*X^1).minus(-3.0*X^3+2.0*X^2-1.0*X^1+1.0)=
- -5.0*X^5+6.0*X^3-2.0*X^2-1.0
- (-5.0*X^5+3.0*X^3-1.0*X^1).minus(4.0*X^4-2.0*X^2+1.0)=
- -5.0*X^5-4.0*X^4+3.0*X^3+2.0*X^2-1.0*X^1-1.0
- (-5.0*X^5+3.0*X^3-1.0*X^1).minus(-5.0*X^5+3.0*X^3-1.0*X^1)=
- 0.0
- (-5.0*X^5+3.0*X^3-1.0*X^1).minus(-5.0*X^5+3.0*X^3-1.0*X^1)=
- 0.0
- (-5.0*X^5+3.0*X^3-1.0*X^1).minus(0.0)=
- -5.0*X^5+3.0*X^3-1.0*X^1
- (-5.0*X^5+3.0*X^3-1.0*X^1).minus(null)=
- null
- (-5.0*X^5+3.0*X^3-1.0*X^1).minus(-1.0)=
- -5.0*X^5+3.0*X^3-1.0*X^1+1.0
- (-5.0*X^5+3.0*X^3-1.0*X^1).minus(0.0)=
- -5.0*X^5+3.0*X^3-1.0*X^1
- (-5.0*X^5+3.0*X^3-1.0*X^1).minus(1.0)=
- -5.0*X^5+3.0*X^3-1.0*X^1-1.0
- (-5.0*X^5+3.0*X^3-1.0*X^1).minus(-1.0*X^1+1.0)=
- -5.0*X^5+3.0*X^3-1.0
- (-5.0*X^5+3.0*X^3-1.0*X^1).minus(2.0*X^2-1.0*X^1+1.0)=
- -5.0*X^5+3.0*X^3-2.0*X^2-1.0
- (-5.0*X^5+3.0*X^3-1.0*X^1).minus(-3.0*X^3+2.0*X^2-1.0*X^1+1.0)=
- -5.0*X^5+6.0*X^3-2.0*X^2-1.0
- (-5.0*X^5+3.0*X^3-1.0*X^1).minus(4.0*X^4-2.0*X^2+1.0)=
- -5.0*X^5-4.0*X^4+3.0*X^3+2.0*X^2-1.0*X^1-1.0
- (-5.0*X^5+3.0*X^3-1.0*X^1).minus(-5.0*X^5+3.0*X^3-1.0*X^1)=
- 0.0
- (-5.0*X^5+3.0*X^3-1.0*X^1).minus(-5.0*X^5+3.0*X^3-1.0*X^1)=
- 0.0
- (-5.0*X^5+3.0*X^3-1.0*X^1).minus(0.0)=
- -5.0*X^5+3.0*X^3-1.0*X^1
- (0.0).minus(null)=
- null
- (0.0).minus(-1.0)=
- 1.0
- (0.0).minus(0.0)=
- 0.0
- (0.0).minus(1.0)=
- -1.0
- (0.0).minus(-1.0*X^1+1.0)=
- 1.0*X^1-1.0
- (0.0).minus(2.0*X^2-1.0*X^1+1.0)=
- -2.0*X^2+1.0*X^1-1.0
- (0.0).minus(-3.0*X^3+2.0*X^2-1.0*X^1+1.0)=
- 3.0*X^3-2.0*X^2+1.0*X^1-1.0
- (0.0).minus(4.0*X^4-2.0*X^2+1.0)=
- -4.0*X^4+2.0*X^2-1.0
- (0.0).minus(-5.0*X^5+3.0*X^3-1.0*X^1)=
- 5.0*X^5-3.0*X^3+1.0*X^1
- (0.0).minus(-5.0*X^5+3.0*X^3-1.0*X^1)=
- 5.0*X^5-3.0*X^3+1.0*X^1
- (0.0).minus(0.0)=
- 0.0
- (-1.0).plus(null)=
- null
- (-1.0).plus(-1.0)=
- -2.0
- (-1.0).plus(0.0)=
- -1.0
- (-1.0).plus(1.0)=
- 0.0
- (-1.0).plus(-1.0*X^1+1.0)=
- -1.0*X^1
- (-1.0).plus(2.0*X^2-1.0*X^1+1.0)=
- 2.0*X^2-1.0*X^1
- (-1.0).plus(-3.0*X^3+2.0*X^2-1.0*X^1+1.0)=
- -3.0*X^3+2.0*X^2-1.0*X^1
- (-1.0).plus(4.0*X^4-2.0*X^2+1.0)=
- 4.0*X^4-2.0*X^2
- (-1.0).plus(-5.0*X^5+3.0*X^3-1.0*X^1)=
- -5.0*X^5+3.0*X^3-1.0*X^1-1.0
- (-1.0).plus(-5.0*X^5+3.0*X^3-1.0*X^1)=
- -5.0*X^5+3.0*X^3-1.0*X^1-1.0
- (-1.0).plus(0.0)=
- -1.0
- (0.0).plus(null)=
- null
- (0.0).plus(-1.0)=
- -1.0
- (0.0).plus(0.0)=
- 0.0
- (0.0).plus(1.0)=
- 1.0
- (0.0).plus(-1.0*X^1+1.0)=
- -1.0*X^1+1.0
- (0.0).plus(2.0*X^2-1.0*X^1+1.0)=
- 2.0*X^2-1.0*X^1+1.0
- (0.0).plus(-3.0*X^3+2.0*X^2-1.0*X^1+1.0)=
- -3.0*X^3+2.0*X^2-1.0*X^1+1.0
- (0.0).plus(4.0*X^4-2.0*X^2+1.0)=
- 4.0*X^4-2.0*X^2+1.0
- (0.0).plus(-5.0*X^5+3.0*X^3-1.0*X^1)=
- -5.0*X^5+3.0*X^3-1.0*X^1
- (0.0).plus(-5.0*X^5+3.0*X^3-1.0*X^1)=
- -5.0*X^5+3.0*X^3-1.0*X^1
- (0.0).plus(0.0)=
- 0.0
- (1.0).plus(null)=
- null
- (1.0).plus(-1.0)=
- 0.0
- (1.0).plus(0.0)=
- 1.0
- (1.0).plus(1.0)=
- 2.0
- (1.0).plus(-1.0*X^1+1.0)=
- -1.0*X^1+2.0
- (1.0).plus(2.0*X^2-1.0*X^1+1.0)=
- 2.0*X^2-1.0*X^1+2.0
- (1.0).plus(-3.0*X^3+2.0*X^2-1.0*X^1+1.0)=
- -3.0*X^3+2.0*X^2-1.0*X^1+2.0
- (1.0).plus(4.0*X^4-2.0*X^2+1.0)=
- 4.0*X^4-2.0*X^2+2.0
- (1.0).plus(-5.0*X^5+3.0*X^3-1.0*X^1)=
- -5.0*X^5+3.0*X^3-1.0*X^1+1.0
- (1.0).plus(-5.0*X^5+3.0*X^3-1.0*X^1)=
- -5.0*X^5+3.0*X^3-1.0*X^1+1.0
- (1.0).plus(0.0)=
- 1.0
- (-1.0*X^1+1.0).plus(null)=
- null
- (-1.0*X^1+1.0).plus(-1.0)=
- -1.0*X^1
- (-1.0*X^1+1.0).plus(0.0)=
- -1.0*X^1+1.0
- (-1.0*X^1+1.0).plus(1.0)=
- -1.0*X^1+2.0
- (-1.0*X^1+1.0).plus(-1.0*X^1+1.0)=
- -2.0*X^1+2.0
- (-1.0*X^1+1.0).plus(2.0*X^2-1.0*X^1+1.0)=
- 2.0*X^2-2.0*X^1+2.0
- (-1.0*X^1+1.0).plus(-3.0*X^3+2.0*X^2-1.0*X^1+1.0)=
- -3.0*X^3+2.0*X^2-2.0*X^1+2.0
- (-1.0*X^1+1.0).plus(4.0*X^4-2.0*X^2+1.0)=
- 4.0*X^4-2.0*X^2-1.0*X^1+2.0
- (-1.0*X^1+1.0).plus(-5.0*X^5+3.0*X^3-1.0*X^1)=
- -5.0*X^5+3.0*X^3-2.0*X^1+1.0
- (-1.0*X^1+1.0).plus(-5.0*X^5+3.0*X^3-1.0*X^1)=
- -5.0*X^5+3.0*X^3-2.0*X^1+1.0
- (-1.0*X^1+1.0).plus(0.0)=
- -1.0*X^1+1.0
- (2.0*X^2-1.0*X^1+1.0).plus(null)=
- null
- (2.0*X^2-1.0*X^1+1.0).plus(-1.0)=
- 2.0*X^2-1.0*X^1
- (2.0*X^2-1.0*X^1+1.0).plus(0.0)=
- 2.0*X^2-1.0*X^1+1.0
- (2.0*X^2-1.0*X^1+1.0).plus(1.0)=
- 2.0*X^2-1.0*X^1+2.0
- (2.0*X^2-1.0*X^1+1.0).plus(-1.0*X^1+1.0)=
- 2.0*X^2-2.0*X^1+2.0
- (2.0*X^2-1.0*X^1+1.0).plus(2.0*X^2-1.0*X^1+1.0)=
- 4.0*X^2-2.0*X^1+2.0
- (2.0*X^2-1.0*X^1+1.0).plus(-3.0*X^3+2.0*X^2-1.0*X^1+1.0)=
- -3.0*X^3+4.0*X^2-2.0*X^1+2.0
- (2.0*X^2-1.0*X^1+1.0).plus(4.0*X^4-2.0*X^2+1.0)=
- 4.0*X^4-1.0*X^1+2.0
- (2.0*X^2-1.0*X^1+1.0).plus(-5.0*X^5+3.0*X^3-1.0*X^1)=
- -5.0*X^5+3.0*X^3+2.0*X^2-2.0*X^1+1.0
- (2.0*X^2-1.0*X^1+1.0).plus(-5.0*X^5+3.0*X^3-1.0*X^1)=
- -5.0*X^5+3.0*X^3+2.0*X^2-2.0*X^1+1.0
- (2.0*X^2-1.0*X^1+1.0).plus(0.0)=
- 2.0*X^2-1.0*X^1+1.0
- (-3.0*X^3+2.0*X^2-1.0*X^1+1.0).plus(null)=
- null
- (-3.0*X^3+2.0*X^2-1.0*X^1+1.0).plus(-1.0)=
- -3.0*X^3+2.0*X^2-1.0*X^1
- (-3.0*X^3+2.0*X^2-1.0*X^1+1.0).plus(0.0)=
- -3.0*X^3+2.0*X^2-1.0*X^1+1.0
- (-3.0*X^3+2.0*X^2-1.0*X^1+1.0).plus(1.0)=
- -3.0*X^3+2.0*X^2-1.0*X^1+2.0
- (-3.0*X^3+2.0*X^2-1.0*X^1+1.0).plus(-1.0*X^1+1.0)=
- -3.0*X^3+2.0*X^2-2.0*X^1+2.0
- (-3.0*X^3+2.0*X^2-1.0*X^1+1.0).plus(2.0*X^2-1.0*X^1+1.0)=
- -3.0*X^3+4.0*X^2-2.0*X^1+2.0
- (-3.0*X^3+2.0*X^2-1.0*X^1+1.0).plus(-3.0*X^3+2.0*X^2-1.0*X^1+1.0)=
- -6.0*X^3+4.0*X^2-2.0*X^1+2.0
- (-3.0*X^3+2.0*X^2-1.0*X^1+1.0).plus(4.0*X^4-2.0*X^2+1.0)=
- 4.0*X^4-3.0*X^3-1.0*X^1+2.0
- (-3.0*X^3+2.0*X^2-1.0*X^1+1.0).plus(-5.0*X^5+3.0*X^3-1.0*X^1)=
- -5.0*X^5+2.0*X^2-2.0*X^1+1.0
- (-3.0*X^3+2.0*X^2-1.0*X^1+1.0).plus(-5.0*X^5+3.0*X^3-1.0*X^1)=
- -5.0*X^5+2.0*X^2-2.0*X^1+1.0
- (-3.0*X^3+2.0*X^2-1.0*X^1+1.0).plus(0.0)=
- -3.0*X^3+2.0*X^2-1.0*X^1+1.0
- (4.0*X^4-2.0*X^2+1.0).plus(null)=
- null
- (4.0*X^4-2.0*X^2+1.0).plus(-1.0)=
- 4.0*X^4-2.0*X^2
- (4.0*X^4-2.0*X^2+1.0).plus(0.0)=
- 4.0*X^4-2.0*X^2+1.0
- (4.0*X^4-2.0*X^2+1.0).plus(1.0)=
- 4.0*X^4-2.0*X^2+2.0
- (4.0*X^4-2.0*X^2+1.0).plus(-1.0*X^1+1.0)=
- 4.0*X^4-2.0*X^2-1.0*X^1+2.0
- (4.0*X^4-2.0*X^2+1.0).plus(2.0*X^2-1.0*X^1+1.0)=
- 4.0*X^4-1.0*X^1+2.0
- (4.0*X^4-2.0*X^2+1.0).plus(-3.0*X^3+2.0*X^2-1.0*X^1+1.0)=
- 4.0*X^4-3.0*X^3-1.0*X^1+2.0
- (4.0*X^4-2.0*X^2+1.0).plus(4.0*X^4-2.0*X^2+1.0)=
- 8.0*X^4-4.0*X^2+2.0
- (4.0*X^4-2.0*X^2+1.0).plus(-5.0*X^5+3.0*X^3-1.0*X^1)=
- -5.0*X^5+4.0*X^4+3.0*X^3-2.0*X^2-1.0*X^1+1.0
- (4.0*X^4-2.0*X^2+1.0).plus(-5.0*X^5+3.0*X^3-1.0*X^1)=
- -5.0*X^5+4.0*X^4+3.0*X^3-2.0*X^2-1.0*X^1+1.0
- (4.0*X^4-2.0*X^2+1.0).plus(0.0)=
- 4.0*X^4-2.0*X^2+1.0
- (-5.0*X^5+3.0*X^3-1.0*X^1).plus(null)=
- null
- (-5.0*X^5+3.0*X^3-1.0*X^1).plus(-1.0)=
- -5.0*X^5+3.0*X^3-1.0*X^1-1.0
- (-5.0*X^5+3.0*X^3-1.0*X^1).plus(0.0)=
- -5.0*X^5+3.0*X^3-1.0*X^1
- (-5.0*X^5+3.0*X^3-1.0*X^1).plus(1.0)=
- -5.0*X^5+3.0*X^3-1.0*X^1+1.0
- (-5.0*X^5+3.0*X^3-1.0*X^1).plus(-1.0*X^1+1.0)=
- -5.0*X^5+3.0*X^3-2.0*X^1+1.0
- (-5.0*X^5+3.0*X^3-1.0*X^1).plus(2.0*X^2-1.0*X^1+1.0)=
- -5.0*X^5+3.0*X^3+2.0*X^2-2.0*X^1+1.0
- (-5.0*X^5+3.0*X^3-1.0*X^1).plus(-3.0*X^3+2.0*X^2-1.0*X^1+1.0)=
- -5.0*X^5+2.0*X^2-2.0*X^1+1.0
- (-5.0*X^5+3.0*X^3-1.0*X^1).plus(4.0*X^4-2.0*X^2+1.0)=
- -5.0*X^5+4.0*X^4+3.0*X^3-2.0*X^2-1.0*X^1+1.0
- (-5.0*X^5+3.0*X^3-1.0*X^1).plus(-5.0*X^5+3.0*X^3-1.0*X^1)=
- -10.0*X^5+6.0*X^3-2.0*X^1
- (-5.0*X^5+3.0*X^3-1.0*X^1).plus(-5.0*X^5+3.0*X^3-1.0*X^1)=
- -10.0*X^5+6.0*X^3-2.0*X^1
- (-5.0*X^5+3.0*X^3-1.0*X^1).plus(0.0)=
- -5.0*X^5+3.0*X^3-1.0*X^1
- (-5.0*X^5+3.0*X^3-1.0*X^1).plus(null)=
- null
- (-5.0*X^5+3.0*X^3-1.0*X^1).plus(-1.0)=
- -5.0*X^5+3.0*X^3-1.0*X^1-1.0
- (-5.0*X^5+3.0*X^3-1.0*X^1).plus(0.0)=
- -5.0*X^5+3.0*X^3-1.0*X^1
- (-5.0*X^5+3.0*X^3-1.0*X^1).plus(1.0)=
- -5.0*X^5+3.0*X^3-1.0*X^1+1.0
- (-5.0*X^5+3.0*X^3-1.0*X^1).plus(-1.0*X^1+1.0)=
- -5.0*X^5+3.0*X^3-2.0*X^1+1.0
- (-5.0*X^5+3.0*X^3-1.0*X^1).plus(2.0*X^2-1.0*X^1+1.0)=
- -5.0*X^5+3.0*X^3+2.0*X^2-2.0*X^1+1.0
- (-5.0*X^5+3.0*X^3-1.0*X^1).plus(-3.0*X^3+2.0*X^2-1.0*X^1+1.0)=
- -5.0*X^5+2.0*X^2-2.0*X^1+1.0
- (-5.0*X^5+3.0*X^3-1.0*X^1).plus(4.0*X^4-2.0*X^2+1.0)=
- -5.0*X^5+4.0*X^4+3.0*X^3-2.0*X^2-1.0*X^1+1.0
- (-5.0*X^5+3.0*X^3-1.0*X^1).plus(-5.0*X^5+3.0*X^3-1.0*X^1)=
- -10.0*X^5+6.0*X^3-2.0*X^1
- (-5.0*X^5+3.0*X^3-1.0*X^1).plus(-5.0*X^5+3.0*X^3-1.0*X^1)=
- -10.0*X^5+6.0*X^3-2.0*X^1
- (-5.0*X^5+3.0*X^3-1.0*X^1).plus(0.0)=
- -5.0*X^5+3.0*X^3-1.0*X^1
- (0.0).plus(null)=
- null
- (0.0).plus(-1.0)=
- -1.0
- (0.0).plus(0.0)=
- 0.0
- (0.0).plus(1.0)=
- 1.0
- (0.0).plus(-1.0*X^1+1.0)=
- -1.0*X^1+1.0
- (0.0).plus(2.0*X^2-1.0*X^1+1.0)=
- 2.0*X^2-1.0*X^1+1.0
- (0.0).plus(-3.0*X^3+2.0*X^2-1.0*X^1+1.0)=
- -3.0*X^3+2.0*X^2-1.0*X^1+1.0
- (0.0).plus(4.0*X^4-2.0*X^2+1.0)=
- 4.0*X^4-2.0*X^2+1.0
- (0.0).plus(-5.0*X^5+3.0*X^3-1.0*X^1)=
- -5.0*X^5+3.0*X^3-1.0*X^1
- (0.0).plus(-5.0*X^5+3.0*X^3-1.0*X^1)=
- -5.0*X^5+3.0*X^3-1.0*X^1
- (0.0).plus(0.0)=
- 0.0
- (-1.0).powerMax()=0
- (0.0).powerMax()=0
- (1.0).powerMax()=0
- (-1.0*X^1+1.0).powerMax()=1
- (2.0*X^2-1.0*X^1+1.0).powerMax()=2
- (-3.0*X^3+2.0*X^2-1.0*X^1+1.0).powerMax()=3
- (4.0*X^4-2.0*X^2+1.0).powerMax()=4
- (-5.0*X^5+3.0*X^3-1.0*X^1).powerMax()=5
- (-5.0*X^5+3.0*X^3-1.0*X^1).powerMax()=5
- (0.0).powerMax()=0
- (-1.0).powerMin()=0
- (0.0).powerMin()=0
- (1.0).powerMin()=0
- (-1.0*X^1+1.0).powerMin()=0
- (2.0*X^2-1.0*X^1+1.0).powerMin()=0
- (-3.0*X^3+2.0*X^2-1.0*X^1+1.0).powerMin()=0
- (4.0*X^4-2.0*X^2+1.0).powerMin()=0
- (-5.0*X^5+3.0*X^3-1.0*X^1).powerMin()=1
- (-5.0*X^5+3.0*X^3-1.0*X^1).powerMin()=1
- (0.0).powerMin()=0
- (-1.0).times(null)=
- null
- (-1.0).times(-1.0)=
- 1.0
- (-1.0).times(0.0)=
- 0.0
- (-1.0).times(1.0)=
- -1.0
- (-1.0).times(-1.0*X^1+1.0)=
- 1.0*X^1-1.0
- (-1.0).times(2.0*X^2-1.0*X^1+1.0)=
- -2.0*X^2+1.0*X^1-1.0
- (-1.0).times(-3.0*X^3+2.0*X^2-1.0*X^1+1.0)=
- 3.0*X^3-2.0*X^2+1.0*X^1-1.0
- (-1.0).times(4.0*X^4-2.0*X^2+1.0)=
- -4.0*X^4+2.0*X^2-1.0
- (-1.0).times(-5.0*X^5+3.0*X^3-1.0*X^1)=
- 5.0*X^5-3.0*X^3+1.0*X^1
- (-1.0).times(-5.0*X^5+3.0*X^3-1.0*X^1)=
- 5.0*X^5-3.0*X^3+1.0*X^1
- (-1.0).times(0.0)=
- 0.0
- (0.0).times(null)=
- null
- (0.0).times(-1.0)=
- 0.0
- (0.0).times(0.0)=
- 0.0
- (0.0).times(1.0)=
- 0.0
- (0.0).times(-1.0*X^1+1.0)=
- 0.0
- (0.0).times(2.0*X^2-1.0*X^1+1.0)=
- 0.0
- (0.0).times(-3.0*X^3+2.0*X^2-1.0*X^1+1.0)=
- 0.0
- (0.0).times(4.0*X^4-2.0*X^2+1.0)=
- 0.0
- (0.0).times(-5.0*X^5+3.0*X^3-1.0*X^1)=
- 0.0
- (0.0).times(-5.0*X^5+3.0*X^3-1.0*X^1)=
- 0.0
- (0.0).times(0.0)=
- 0.0
- (1.0).times(null)=
- null
- (1.0).times(-1.0)=
- -1.0
- (1.0).times(0.0)=
- 0.0
- (1.0).times(1.0)=
- 1.0
- (1.0).times(-1.0*X^1+1.0)=
- -1.0*X^1+1.0
- (1.0).times(2.0*X^2-1.0*X^1+1.0)=
- 2.0*X^2-1.0*X^1+1.0
- (1.0).times(-3.0*X^3+2.0*X^2-1.0*X^1+1.0)=
- -3.0*X^3+2.0*X^2-1.0*X^1+1.0
- (1.0).times(4.0*X^4-2.0*X^2+1.0)=
- 4.0*X^4-2.0*X^2+1.0
- (1.0).times(-5.0*X^5+3.0*X^3-1.0*X^1)=
- -5.0*X^5+3.0*X^3-1.0*X^1
- (1.0).times(-5.0*X^5+3.0*X^3-1.0*X^1)=
- -5.0*X^5+3.0*X^3-1.0*X^1
- (1.0).times(0.0)=
- 0.0
- (-1.0*X^1+1.0).times(null)=
- null
- (-1.0*X^1+1.0).times(-1.0)=
- 1.0*X^1-1.0
- (-1.0*X^1+1.0).times(0.0)=
- 0.0
- (-1.0*X^1+1.0).times(1.0)=
- -1.0*X^1+1.0
- (-1.0*X^1+1.0).times(-1.0*X^1+1.0)=
- 1.0*X^2-2.0*X^1+1.0
- (-1.0*X^1+1.0).times(2.0*X^2-1.0*X^1+1.0)=
- -2.0*X^3+3.0*X^2-2.0*X^1+1.0
- (-1.0*X^1+1.0).times(-3.0*X^3+2.0*X^2-1.0*X^1+1.0)=
- 3.0*X^4-5.0*X^3+3.0*X^2-2.0*X^1+1.0
- (-1.0*X^1+1.0).times(4.0*X^4-2.0*X^2+1.0)=
- -4.0*X^5+4.0*X^4+2.0*X^3-2.0*X^2-1.0*X^1+1.0
- (-1.0*X^1+1.0).times(-5.0*X^5+3.0*X^3-1.0*X^1)=
- 5.0*X^6-5.0*X^5-3.0*X^4+3.0*X^3+1.0*X^2-1.0*X^1
- (-1.0*X^1+1.0).times(-5.0*X^5+3.0*X^3-1.0*X^1)=
- 5.0*X^6-5.0*X^5-3.0*X^4+3.0*X^3+1.0*X^2-1.0*X^1
- (-1.0*X^1+1.0).times(0.0)=
- 0.0
- (2.0*X^2-1.0*X^1+1.0).times(null)=
- null
- (2.0*X^2-1.0*X^1+1.0).times(-1.0)=
- -2.0*X^2+1.0*X^1-1.0
- (2.0*X^2-1.0*X^1+1.0).times(0.0)=
- 0.0
- (2.0*X^2-1.0*X^1+1.0).times(1.0)=
- 2.0*X^2-1.0*X^1+1.0
- (2.0*X^2-1.0*X^1+1.0).times(-1.0*X^1+1.0)=
- -2.0*X^3+3.0*X^2-2.0*X^1+1.0
- (2.0*X^2-1.0*X^1+1.0).times(2.0*X^2-1.0*X^1+1.0)=
- 4.0*X^4-4.0*X^3+5.0*X^2-2.0*X^1+1.0
- (2.0*X^2-1.0*X^1+1.0).times(-3.0*X^3+2.0*X^2-1.0*X^1+1.0)=
- -6.0*X^5+7.0*X^4-7.0*X^3+5.0*X^2-2.0*X^1+1.0
- (2.0*X^2-1.0*X^1+1.0).times(4.0*X^4-2.0*X^2+1.0)=
- 8.0*X^6-4.0*X^5+2.0*X^3-1.0*X^1+1.0
- (2.0*X^2-1.0*X^1+1.0).times(-5.0*X^5+3.0*X^3-1.0*X^1)=
- -10.0*X^7+5.0*X^6+1.0*X^5-3.0*X^4+1.0*X^3+1.0*X^2-1.0*X^1
- (2.0*X^2-1.0*X^1+1.0).times(-5.0*X^5+3.0*X^3-1.0*X^1)=
- -10.0*X^7+5.0*X^6+1.0*X^5-3.0*X^4+1.0*X^3+1.0*X^2-1.0*X^1
- (2.0*X^2-1.0*X^1+1.0).times(0.0)=
- 0.0
- (-3.0*X^3+2.0*X^2-1.0*X^1+1.0).times(null)=
- null
- (-3.0*X^3+2.0*X^2-1.0*X^1+1.0).times(-1.0)=
- 3.0*X^3-2.0*X^2+1.0*X^1-1.0
- (-3.0*X^3+2.0*X^2-1.0*X^1+1.0).times(0.0)=
- 0.0
- (-3.0*X^3+2.0*X^2-1.0*X^1+1.0).times(1.0)=
- -3.0*X^3+2.0*X^2-1.0*X^1+1.0
- (-3.0*X^3+2.0*X^2-1.0*X^1+1.0).times(-1.0*X^1+1.0)=
- 3.0*X^4-5.0*X^3+3.0*X^2-2.0*X^1+1.0
- (-3.0*X^3+2.0*X^2-1.0*X^1+1.0).times(2.0*X^2-1.0*X^1+1.0)=
- -6.0*X^5+7.0*X^4-7.0*X^3+5.0*X^2-2.0*X^1+1.0
- (-3.0*X^3+2.0*X^2-1.0*X^1+1.0).times(-3.0*X^3+2.0*X^2-1.0*X^1+1.0)=
- 9.0*X^6-12.0*X^5+10.0*X^4-10.0*X^3+5.0*X^2-2.0*X^1+1.0
- (-3.0*X^3+2.0*X^2-1.0*X^1+1.0).times(4.0*X^4-2.0*X^2+1.0)=
- -12.0*X^7+8.0*X^6+2.0*X^5-1.0*X^3-1.0*X^1+1.0
- (-3.0*X^3+2.0*X^2-1.0*X^1+1.0).times(-5.0*X^5+3.0*X^3-1.0*X^1)=
- 15.0*X^8-10.0*X^7-4.0*X^6+1.0*X^5+1.0*X^3+1.0*X^2-1.0*X^1
- (-3.0*X^3+2.0*X^2-1.0*X^1+1.0).times(-5.0*X^5+3.0*X^3-1.0*X^1)=
- 15.0*X^8-10.0*X^7-4.0*X^6+1.0*X^5+1.0*X^3+1.0*X^2-1.0*X^1
- (-3.0*X^3+2.0*X^2-1.0*X^1+1.0).times(0.0)=
- 0.0
- (4.0*X^4-2.0*X^2+1.0).times(null)=
- null
- (4.0*X^4-2.0*X^2+1.0).times(-1.0)=
- -4.0*X^4+2.0*X^2-1.0
- (4.0*X^4-2.0*X^2+1.0).times(0.0)=
- 0.0
- (4.0*X^4-2.0*X^2+1.0).times(1.0)=
- 4.0*X^4-2.0*X^2+1.0
- (4.0*X^4-2.0*X^2+1.0).times(-1.0*X^1+1.0)=
- -4.0*X^5+4.0*X^4+2.0*X^3-2.0*X^2-1.0*X^1+1.0
- (4.0*X^4-2.0*X^2+1.0).times(2.0*X^2-1.0*X^1+1.0)=
- 8.0*X^6-4.0*X^5+2.0*X^3-1.0*X^1+1.0
- (4.0*X^4-2.0*X^2+1.0).times(-3.0*X^3+2.0*X^2-1.0*X^1+1.0)=
- -12.0*X^7+8.0*X^6+2.0*X^5-1.0*X^3-1.0*X^1+1.0
- (4.0*X^4-2.0*X^2+1.0).times(4.0*X^4-2.0*X^2+1.0)=
- 16.0*X^8-16.0*X^6+12.0*X^4-4.0*X^2+1.0
- (4.0*X^4-2.0*X^2+1.0).times(-5.0*X^5+3.0*X^3-1.0*X^1)=
- -20.0*X^9+22.0*X^7-15.0*X^5+5.0*X^3-1.0*X^1
- (4.0*X^4-2.0*X^2+1.0).times(-5.0*X^5+3.0*X^3-1.0*X^1)=
- -20.0*X^9+22.0*X^7-15.0*X^5+5.0*X^3-1.0*X^1
- (4.0*X^4-2.0*X^2+1.0).times(0.0)=
- 0.0
- (-5.0*X^5+3.0*X^3-1.0*X^1).times(null)=
- null
- (-5.0*X^5+3.0*X^3-1.0*X^1).times(-1.0)=
- 5.0*X^5-3.0*X^3+1.0*X^1
- (-5.0*X^5+3.0*X^3-1.0*X^1).times(0.0)=
- 0.0
- (-5.0*X^5+3.0*X^3-1.0*X^1).times(1.0)=
- -5.0*X^5+3.0*X^3-1.0*X^1
- (-5.0*X^5+3.0*X^3-1.0*X^1).times(-1.0*X^1+1.0)=
- 5.0*X^6-5.0*X^5-3.0*X^4+3.0*X^3+1.0*X^2-1.0*X^1
- (-5.0*X^5+3.0*X^3-1.0*X^1).times(2.0*X^2-1.0*X^1+1.0)=
- -10.0*X^7+5.0*X^6+1.0*X^5-3.0*X^4+1.0*X^3+1.0*X^2-1.0*X^1
- (-5.0*X^5+3.0*X^3-1.0*X^1).times(-3.0*X^3+2.0*X^2-1.0*X^1+1.0)=
- 15.0*X^8-10.0*X^7-4.0*X^6+1.0*X^5+1.0*X^3+1.0*X^2-1.0*X^1
- (-5.0*X^5+3.0*X^3-1.0*X^1).times(4.0*X^4-2.0*X^2+1.0)=
- -20.0*X^9+22.0*X^7-15.0*X^5+5.0*X^3-1.0*X^1
- (-5.0*X^5+3.0*X^3-1.0*X^1).times(-5.0*X^5+3.0*X^3-1.0*X^1)=
- 25.0*X^10-30.0*X^8+19.0*X^6-6.0*X^4+1.0*X^2
- (-5.0*X^5+3.0*X^3-1.0*X^1).times(-5.0*X^5+3.0*X^3-1.0*X^1)=
- 25.0*X^10-30.0*X^8+19.0*X^6-6.0*X^4+1.0*X^2
- (-5.0*X^5+3.0*X^3-1.0*X^1).times(0.0)=
- 0.0
- (-5.0*X^5+3.0*X^3-1.0*X^1).times(null)=
- null
- (-5.0*X^5+3.0*X^3-1.0*X^1).times(-1.0)=
- 5.0*X^5-3.0*X^3+1.0*X^1
- (-5.0*X^5+3.0*X^3-1.0*X^1).times(0.0)=
- 0.0
- (-5.0*X^5+3.0*X^3-1.0*X^1).times(1.0)=
- -5.0*X^5+3.0*X^3-1.0*X^1
- (-5.0*X^5+3.0*X^3-1.0*X^1).times(-1.0*X^1+1.0)=
- 5.0*X^6-5.0*X^5-3.0*X^4+3.0*X^3+1.0*X^2-1.0*X^1
- (-5.0*X^5+3.0*X^3-1.0*X^1).times(2.0*X^2-1.0*X^1+1.0)=
- -10.0*X^7+5.0*X^6+1.0*X^5-3.0*X^4+1.0*X^3+1.0*X^2-1.0*X^1
- (-5.0*X^5+3.0*X^3-1.0*X^1).times(-3.0*X^3+2.0*X^2-1.0*X^1+1.0)=
- 15.0*X^8-10.0*X^7-4.0*X^6+1.0*X^5+1.0*X^3+1.0*X^2-1.0*X^1
- (-5.0*X^5+3.0*X^3-1.0*X^1).times(4.0*X^4-2.0*X^2+1.0)=
- -20.0*X^9+22.0*X^7-15.0*X^5+5.0*X^3-1.0*X^1
- (-5.0*X^5+3.0*X^3-1.0*X^1).times(-5.0*X^5+3.0*X^3-1.0*X^1)=
- 25.0*X^10-30.0*X^8+19.0*X^6-6.0*X^4+1.0*X^2
- (-5.0*X^5+3.0*X^3-1.0*X^1).times(-5.0*X^5+3.0*X^3-1.0*X^1)=
- 25.0*X^10-30.0*X^8+19.0*X^6-6.0*X^4+1.0*X^2
- (-5.0*X^5+3.0*X^3-1.0*X^1).times(0.0)=
- 0.0
- (0.0).times(null)=
- null
- (0.0).times(-1.0)=
- 0.0
- (0.0).times(0.0)=
- 0.0
- (0.0).times(1.0)=
- 0.0
- (0.0).times(-1.0*X^1+1.0)=
- 0.0
- (0.0).times(2.0*X^2-1.0*X^1+1.0)=
- 0.0
- (0.0).times(-3.0*X^3+2.0*X^2-1.0*X^1+1.0)=
- 0.0
- (0.0).times(4.0*X^4-2.0*X^2+1.0)=
- 0.0
- (0.0).times(-5.0*X^5+3.0*X^3-1.0*X^1)=
- 0.0
- (0.0).times(-5.0*X^5+3.0*X^3-1.0*X^1)=
- 0.0
- (0.0).times(0.0)=
- 0.0
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