# Apply the Binomial!

**Algebra**Level 3

Find the least positive integer 'm' such that

\({2n \choose n}^{1/n} < m\)

for all positive integers n.

Note : Here \({n \choose r}\) represents "n choose r".

Find the least positive integer 'm' such that

\({2n \choose n}^{1/n} < m\)

for all positive integers n.

Note : Here \({n \choose r}\) represents "n choose r".

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