Question

find the square root of 361 by prime factorization

Answer 1

this is your answer

Answer 2

$Resolve \: 361 \: into \: product \:of \: prime \\factors .$

$We \: have, \\</p><p>361 = 19 \times 19$

$Now, \:Square \: root \: of \: 361 \\= \sqrt{361} \\= \sqrt{19 \times 19 } \\= 19$

Therefore.,

$\red { Square \: root \: of \: 361} \green {= 19 }$

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