Question

Find the squre root using prime factorization4925​

Answer 1

Answer:

4925 = 55197

⇒ 4925 = 521971

Therefore, √4925 = √(521971)

√4925 = √(52) √(1971)

= 5 √197

Answer 2

Answer:

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4925 = 55197

⇒ 4925 = 521971

Therefore, √4925 = √(521971)

√4925 = √(52) √(1971)

= 5 √197

Then, the square root of 4925 simplified can be expressed as :

= 5 √197

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