TP INFO RAYAN.S

#Activite1
#a=float(input("Entrer a:"))
#ls1=[]
#ls2=[]
#X=0.7
#for k in range(49):
#    ls1.append(k)
#    ls2.append(X)
#    X=a*X*(1-X)
#print(ls2)

#Activité2
#a=float(input("Entrer a:"))
#ls1=[]
#ls2=[]
#X=0.7
#for k in range(49):
#    ls1.append(k)
#    ls2.append(X)
#    X=a*X*(1-X)
#
#import matplotlib.pyplot as mp
#mp.plot(ls1,ls2,'b.',markersize=3.)
#mp.show()
#
#mp.plot(ls1,ls2,'.')
#mp.show()

#Activité3
#Lx=[]
#Ly=[]
#a=0.1
#for i in range(20):
#    X=0.7
#    for k in range(50) :
#        X=a*X*(1-X)
#    Ly=Ly+[X]
#    Lx=Lx+[a]
#    a=a+0.1

#import matplotlib.pyplot as mp
#mp.plot(Lx,Ly,'b.',markersize=3.)
#mp.show()

#mp.plot(Lx,Ly,'.')
#mp.show()

#Activité4
#La suite semble converger vers une valeur entre 0.7 et 0.8 lorsque a tend vers 2.
#Cependant la variation de la suite semble independante de la valeur initiale de X.

#Activité5
#Lx=[]
#Ly=[]
#a=2
#for i in range(1001,1201):
#    X=0.7
#    for k in range(50) :
#        X=a*X*(1-X)
#    Ly=Ly+[X]
#    Lx=Lx+[a]
#    a=a+0.005

#import matplotlib.pyplot as mp
#mp.plot(Lx,Ly,'b.',markersize=3.)
#mp.show()
#
#mp.plot(Lx,Ly,'.')
#mp.show()

#La variation de la population est croissante

#Activité6
#Lx=[]
#Ly=[]
#a=2.9
#for i in range(1001.1201):
#    X=0.7
#    for k in range(2200) :
#        X=a*X*(1-X)
#    Ly=Ly+[X]
#    Lx=Lx+[a]
#    a=a+0.005

#import matplotlib.pyplot as mp
#mp.plot(Lx,Ly,'b.',markersize=3.)
#mp.show()
#
#mp.plot(Lx,Ly,'.')
#mp.show()

#Activité7
#Lx=[]
#Ly=[]
#a=1
#for i in range(1000):
#    X=0.7
#    for k in range(6000) :
#        X=a*X*(1-X)
#    Ly=Ly+[X]
#    Lx=Lx+[a]
#    a=a+0.005
#
#import matplotlib.pyplot as mp
#mp.plot(Lx,Ly,'b.',markersize=3.)
#mp.show()
#
#mp.plot(Lx,Ly,'.')
#mp.show()