Home
Class 12
MATHS
limx->(2^+) ([x]^3/3-[x/3]^3) is...

`lim_x->(2^+) ([x]^3/3-[x/3]^3)` is

Promotional Banner

Similar Questions

Explore conceptually related problems

If [x] is the greatest integer function, then underset (x to 2^+)lim ([x]^3/3-[x/3]^3)=

lim_(x to 2) (([x]^(3))/(3) - [(x)/(3)]^(-3)) is where [x] represents the integral part of x

lim_(x to 2^+) (([x]^(3))/(3) - [(x)/(3)]^(3)) is where [x] represents the integral part of x

lim_(x rarr2^(+))(([x]^(3))/(3)-[(x)/(3)]^(3)) is

lim_(x rarr2^(+))(([x]^(3))/(3)-[(x)/(3)]^(3)) is

Evaluate: (lim)_(x->2)\ (x-2)/(x3-3 3)

lim_(x rarr 2^(+)) (([x]^(3))/(3) - [(x)/(3)]^(3)) equals :

lim_(x rarr2^(+))(([x]^(3))/(3)-[(x)/(3)]^(3))

(lim)_(x->3)x+3