Home
Class 12
MATHS
Let p=underset(x to 0^(+))lim(1+tan^(2)s...

Let `p=underset(x to 0^(+))lim(1+tan^(2)sqrt(x))^((1)/(2x))` then log p is equal to

Promotional Banner

Similar Questions

Explore conceptually related problems

Let p=underset(xto0^(+))lim(1+tan^(2)sqrt(x))^((1)/(2x)) . Then log_(e)p is equal to

Let p=underset(xto0^(+))lim(1+tan^(2)sqrt(x))^((1)/(2x)) . Then log_(e)p is equal to

Let p=lim_(x rarr0^(+))(1+tan^(2)sqrt(x))^((1)/(2x)) then log p is equal to ^(x)

Let p=lim_(xto0^(+))(1+tan^(2)sqrt(x))^((1)/(2x)) . Then log_(e)p is equal to

Let p=lim_(xto0^(+))(1+tan^(2)sqrt(x))^((1)/(2x)) . Then log_(e)p is equal to

Let p=lim_(xto0^(+))(1+tan^(2)sqrt(x))^((1)/(2x)) . Then log_(e)p is equal to

Let p=lim_(x->0^+)(1+tan^2 sqrt(x))^(1/(2x)) then log p is equal to

Let p=lim_(x rarr0+)(1+tan^(2)sqrt(x))^(1/2x) then log p is equal to: (1)2(2)1(3)(1)/(2)(4)(1)/(4)

underset (xto0) lim(sqrt(1-x^2)-sqrt(1+x^2))/x^2