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How do you find the square root of 540? - Answers

If you were to do it without a calculator, you would want to simplify 540 into all of its squared factors. So, 5401/2 = (9 * 4 * 15)1/2 = 3 * 2(15)1/2 = 6(15)1/2. This would be the simplest form.



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How do you find the square root of 540? - Answers

https://math.answers.com/algebra/How_do_you_find_the_square_root_of_540

If you were to do it without a calculator, you would want to simplify 540 into all of its squared factors. So, 5401/2 = (9 * 4 * 15)1/2 = 3 * 2(15)1/2 = 6(15)1/2. This would be the simplest form.



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https://math.answers.com/algebra/How_do_you_find_the_square_root_of_540

How do you find the square root of 540? - Answers

If you were to do it without a calculator, you would want to simplify 540 into all of its squared factors. So, 5401/2 = (9 * 4 * 15)1/2 = 3 * 2(15)1/2 = 6(15)1/2. This would be the simplest form.

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      If you were to do it without a calculator, you would want to simplify 540 into all of its squared factors. So, 5401/2 = (9 * 4 * 15)1/2 = 3 * 2(15)1/2 = 6(15)1/2. This would be the simplest form.

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