Find the square root of 625 by long division method.

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answer is C.

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Detailed Solution

Concept: By placing bars on the first two digits of the number and beginning at the unit position, we can use the long division method to determine the square root of 625. The divisor whose square is less than or equal to the dividend will be the large number. The quotient, which will be the same as the divisor, will be written. The square will be subtracted from the dividend. We'll be given a number. The following pair will then be brought down. This will start off as the dividend.
We can find the square root using long division

https://lh6.googleusercontent.com/WE73J2iE5UbNUgDmxR-Byf6RLMbrp_EKfOqh8Dnf4Eqe2n63VJqAFZHg8nQaNUvPiNIiNb0kxZylBFaIS5O2rAJhKCyWOMdLXQfwQ8Z1IA7p1e46iaTryKEPXnTr_QwgRIS_NKL68hKRYIr8wZuvNQ

Here the square root of 625 is 25
Hence, the correct answer is option 3) 25

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