MHT-CET

Limits question bank (Mathematics)

Practice 110 free MHT-CET Mathematics - Limits questions with answers and step-by-step solutions.

Start free Book a demo

All Easy Hard Medium

Q1.

If $\lim _{x \rightarrow 0} \frac{\left(e^{k x}-1\right) \sin k x}{x^{2}}=4$, then $k$ is equal to

(A)

(B)

$-2$

(C)

$\pm 2$

(D)

$\pm 4$

Show answer & solution

Verified Answer & Solution Locked

Q2.

$\lim _{x \rightarrow 1}(\log e x)^{1 / \log x}$ is equal to

(A)

$e^{-1}$

(B)

$e$

(C)

$e^{2}$

(D)

Show answer & solution

Verified Answer & Solution Locked

Protected Questions

Log in or sign up free to access every question with complete solutions, create chapter practice tests, and track your performance.

Sign up free to access all 110 questions

Unlock every Limits question, generate papers, and practice at your own pace.