Home
Class 12
MATHS
Prove that (1+x)< e^x < 1+xe^x, AA x >0...

Prove that `(1+x)< e^x < 1+xe^x, AA x >0`

Promotional Banner

Similar Questions

Explore conceptually related problems

Prove that ln(1+x) 0.

Prove that ln(1+x) 0.

Prove that ln(1+x) 0.

Prove that |(1,x,1),(0,cos x, sin y),(0 , sin x, cos y )|=cos (x+y)

Prove that |(1,x,y),(0, sin x, sin y),(0, cos x,cos y)|= sin (x-y)

If P(1)=0and(dP(x))/(dx)>P(x), for all x>=1 Prove that P(x)>0 for all x>1

If P(1)=0a n d(d P(x))/(dx)>P(x) for all x>=1. Prove that P(x)>0 for all x>1

Prove that ln(1+x)

Prove that x/(1+x)ltlog(1+x)" for "xgt0 .

Prove that In(1+x) lt x for x gt 0.