UP TGT Mathematics Real Analysis Test Series - Part 5
If lim(a_n) = L != 0 and b_n -> M, then lim(a_n / b_n) provided M != 0 is:
Type: MCQ • Marks: 1
If lim(a_n) = L != 0 and b_n -> M, then lim(a_n / b_n) provided M != 0 is:
Options
A. L / M
B. M / L
C. L * M
D. L + M
Explanation
Correct Answer: Option 1 (L / M). Limits in R are unique. Sum, product, and quotient rules hold. Cauchy's first/second limit theorems and Sandwich theorem provide useful tools for limit calculation.
Want to attempt the full test series with a timer and instant score? Purchase the package to unlock the complete test.
Purchase Now
UP TGTMathematics
Practice more
This page is indexed for search so students can find questions directly from Google.
