For every positive integral value of n, 3 n > n 3 when Options: A . &nbsp n > 2 B . &nbsp n ≥ 3 C . &nbsp n ≥ 4 D . &nbsp n < 4

For every positive integral value of n, 3n

Question -

For every positive integral value of n, $3^{n}$ > $n^{3}$ when

Options:

A . n > 2

B .

n \geq

C .

n \geq

D . n < 4

Answer: Option C
:
C

Check through option, the condition $3^{n}$ > $n^{3}$ is

true when n ≥ 4.

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