Bonsoir j'aurai besoin d'aide pour cet exercice de logarithme :
Exercice résoudre les équations suivantes :
a) ex+2=3
b) 2ln(x)-1=0
c) (ex-1)(3ex-4)=0
d) ln(x²+x+1)=0
a)si c'est e^x + 2 = 3 => e^x = 1 => x = 0
si c'est e^(x+2) = 3 c'est x+2 = ln3 => x = ln3 - 2
b) 2ln(x) = 1 => lnx = 1/2 => x = e^(1/2)
c) (ex-1)(3ex-4)=0 => e^x = 1 ou e^x = 4/3
x = 0 x = ln(4/3)
d) ln(x²+x+1)=0 => x²+x+1 = 1 => x² + x = 0 => x(x+1) = 0 => x= 0 ou x = -1
voilà Alice
a) ex + 2 = 3
a) ex = 3-2 =1 x = 0
e(x+2) = 3 c'est x+2 = ln3 => x = ln3 - 2
b) 2ln(x) = 1
lnx = 1/2
x = e(1/2)
ex = 1 ex = 4/3
x= 0 x = ln(4/3)
x²+x+1 = 1
x² + x = 0
x(x+1) = 0
x= 0 x = -1
voila je suis pas trop sur mais j 'espere t'avoir aider
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a)si c'est e^x + 2 = 3 => e^x = 1 => x = 0
si c'est e^(x+2) = 3 c'est x+2 = ln3 => x = ln3 - 2
b) 2ln(x) = 1 => lnx = 1/2 => x = e^(1/2)
c) (ex-1)(3ex-4)=0 => e^x = 1 ou e^x = 4/3
x = 0 x = ln(4/3)
d) ln(x²+x+1)=0 => x²+x+1 = 1 => x² + x = 0 => x(x+1) = 0 => x= 0 ou x = -1
voilà Alice
a) ex + 2 = 3
a) ex = 3-2 =1 x = 0
e(x+2) = 3 c'est x+2 = ln3 => x = ln3 - 2
b) 2ln(x) = 1
lnx = 1/2
x = e(1/2)
c) (ex-1)(3ex-4)=0
ex = 1 ex = 4/3
x= 0 x = ln(4/3)
d) ln(x²+x+1)=0
x²+x+1 = 1
x² + x = 0
x(x+1) = 0
x= 0 x = -1
voila je suis pas trop sur mais j 'espere t'avoir aider