IITM BS Question 5 - Week 7 Practice | Prasnya

Prasnya

Continue with Google

Loading question

IITM BS Question 5 - Week 7 Practice | Prasnya

Loading question

00:00

Q5Numerical3 Marks3 Aug 2025

Let

\{a_n\}

be a sequence defined as

a_n=\frac{27n^4+25n^3+2n^5+n}{4n^2+2n+10n^3+5n^5+n}

. Consider a sequence

\{b_n\}

defined as

b_n=2^{5a_n}

. Find the limit of

\{b_n\}

.

Your answer

Press Enter to check.

Q5

00:00

3 Aug 2025

Mathematics 1 · Week 7

Q5.Let

\{a_n\}

be a sequence defined as

a_n=\frac{27n^4+25n^3+2n^5+n}{4n^2+2n+10n^3+5n^5+n}

. Consider a sequence

\{b_n\}

defined as

b_n=2^{5a_n}

. Find the limit of

\{b_n\}

.

Your Answer

Save

Check

Details