Let n be any natural number such that 5^{n-1} \lt 3^{n+1}. Then, the least integer value of m that satisfies 3^{n+1} \lt 2^{n+m} for each such n, is

← CAT 2023 Slot 3 QA

CAT 2023 Slot 3 QA · Question 7

Let $n$ be any natural number such that $5^{n - 1} < 3^{n + 1}$ . Then, the least integer value of $m$ that satisfies $3^{n + 1} < 2^{n + m}$ for each such $n$ , is

Type-in answer (TITA): no options, no negative marking.

Show answer

Take the whole QA section timed →