Question

The no.of digits in a perfect square is even true or false

Answer 1

Step-by-step explanation:

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Answer 2

The no.of digits in a perfect square is even true or false

$Given \: statement \: is \: \red{ false } .$

Explanation:

$If \:Number \: of \: digits \: in \: number \:be \:n \\then \: number \: of \: digits \: in \: it's \: perfect \\square \: is \: 2n \: or \: ( 2n-1)$

• The square of even numbers are even.
• The square of odd numbers are odd.

Example:

$(15)^{2} = 225 \: is \: a \: square \: number .$

$Number \: of \: digits \: 225 \: is \: odd .$

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