A number "p" exists such that it is the square of a number "q". If "p" $>$ 400, "q" can be

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Solution

The correct options are
C
25

D
29

Given: 'p' is the square of 'q'.
$\Rightarrow$ 'q' is the square root of 'p'
p>400
The square root of 400 is 20.
So if "p" $>$ 400, its square root 'q' can be any number greater than 20.

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