Not a member of Pastebin yet?
Sign Up,
it unlocks many cool features!
- 1)
- -8+(-4)-(-6)= -4^2 =/= (-4)^2
- -8-4+6= -16 =/= 16
- -12+6=
- -6
- 2)
- -4^2 - 2^3 =
- -16-8=-24
- A)
- 3-[-2(3-4)]+7=
- 3-[-2(-1)]+7=
- 10-2=8
- _2_)
- 3a^2-2b^2-7a^2-3b^2=
- -4a^2-5b^2
- Solve for x:
- 4x-2(3x-7)=2x-6
- 4x-6x+14=2x-6
- -2x+14=2x-6
- ___+6____+6
- -2x+20=2x
- +2x___+2x
- _20_=_4x_
- 4 4
- 5=x
- -5x+25>=5` Change the direction of the inequality after division or multiplication by a negative number.
- ___-25_-25
- -5x>=-20
- -5 -5
- x <= 4
- <-------*
- <--------------->
- -∞ 0 1 2 3 4 5 6 ∞
- Inequalities and the real number line
- 1) x>a 0---------->
- <----------------------->
- -∞ a ∞
- (a, ∞)
- 2) x<a <--------------0
- <------------------------>
- -∞ a ∞
- (-∞, a)
- 3) x>=a *---------->
- <----------------------->
- -∞ a ∞
- [a, ∞)
- 4) x<=a <-------------*
- <------------------------>
- -∞ a ∞
- (-∞, a]
- 5) a<x<b 0----------0
- <----------------------->
- -∞ a b ∞
- (a. b)
- 6) a<=x<=b *----------*
- <----------------------->
- -∞ a b ∞
- [a, b]
- 7) a<x<=b 0----------*
- <----------------------->
- -∞ a b ∞
- (a, b]
- 8) a<=x<b *----------0
- <----------------------->
- -∞ a b ∞
- [a, b)
- Solve each of the following:
- 1) 3x-4>8
- 2) -2x+1>5
- 3) -5(x-1)<=10
- For > and <, use 0 and parantheses ().
- For >= and <=, use * and brackets [].
- 1/2x + 2/3 = 3/4, LCD=12
- 12(1/2x) + 12(3/4) = 12(3/4)
- 6x+8=9
- -8-8
- 6x=1
- x=1/6
- Solve the following as homework:
- 1) 5(x-6)=3(x+2)
- 2) (3n-1)/2 - (2n+3)/7 = 1
- 3) 5x-2 >= 4x-7
- 4) (n+4)/5 + (n-3)/6 >7/15
- 5) |2x+3|=4
- 6) |4x-1|=-3
Advertisement
Add Comment
Please, Sign In to add comment