Explanation
Here, $$16$$ can be written as,
$$16=4\times4$$
$$=4^2$$
And, $$25$$ can be written as,
$$25=5\times 5$$
$$=5^2$$
But $$37$$ is a prime number and it cannot be written as a square of any whole number.
Therefore, option $$C$$ is the correct answer.
$$2 \times 2= 4$$ and $$8 \times 8 = 6\underline{4}$$ (the units place is $$4$$)
So, either $$8$$ or $$2$$ is necessary in the units place.
As we know that all the perfect square number ends with $$1,4,9,6,5,00$$T
Therefore, B is the correct answer.
$$\textbf{Step-1: Finding }$$ $$5^2$$
$${5^2= }$$ $$ 5\times 5 = $$ $$25$$
$$\textbf{Hence,}$$ $$ 5\times 5 = $$ $$25$$
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