If f (2) = 4 and f' (2) = 4, then equals.
2
-2
-4
3
Lt x - [x] , where k is an integer, is equal to x→ k+
1
0
-1
n!
(n-1)!
-n
n
does not axist
Lt [x] is equal to. x→ 2-
7/5 a
7/5 a2
3/5 a2
None of these
then Lt f(x) is x → ∞
∞
1/3
-1/3
1/6
-1/6
is equal to.
α
= 0 , [x]=0
Where [x] denotes the greatest integer ≤x, then f(x) equals
does not exist