The function f(x) = x is called
The set { x| x \in R } can be written as
A function f(x) = x/|x|, x ≠0 is an:
Let R={ (x, y) |x y \in R and y = 5 }
If f(x) = 4 ^ x then f(x + 1) - f(x) =
The limit of the sequence having general term is: a_{n} = 1/(2 ^ n)
lim x -> 3 (x ^ 2 - 9)/(x - 3) =
(x) f / [- 1, 4] -> \mathbb{R} is given by f(x) = x ^ 2 then f(- 3) is:
lim x -> c f(x) exits if and only if
lim n -> ∞ [1 + 1/n] ^ (-7n)
The limit of the sequence 1, pi ^ - 1 pi ^ - 2 pi ^ - 3 , ... is
Which of the following represents parametric function
If g(x) = 3x + 2 and g(f(x)) = x then f(2) =\
The value of k for which the function is continuous is f(x)= x/(tan 3x) ,&x ne0\\ k,&x=0
lim x -> 0 (1 - x) ^ (1/x)
