Question

find the smallest number by which 262 must be multiplied to get a perfect square also find its square root of the perfect square so obtained. ​

Answer 1

Answer:

$\mathbb\green{prime factors}\blue{=}\red{2 \times 131} \\ \mathbb\purple{as \: it \: only \: has \: two \: prime \: factors} \\ \mathbb\blue{it \: can \: be \: multiplied \: by \: 262 \: only \: to \: obtain \: a \: perfect \: square } \\ = > \mathbb\red{262 \times 262 = 68644} \\ \mathbb\green{square \: root \: = 262}$

\mathbb\green{MARK IT AS THE BRAINLIEST }

\mathbb\red{IT TAKES LOT OF EFFORTS TO GET THIS RESULT (which can be seen above) }

$\mathbb\green{MARK \: IT \: AS \: THE \: BRAINLIEST } \: \\ </p><p>\mathbb\red{IT \: TAKES \: LOT \: OF \: EFFORTS \: TO \: GET \: THIS \: RESULT \: (which \: can \: be \: seen \: above) }$