Question

Find the square root of 841 with the
of help of
(a+b)^2 - a + 2ab +62​

Answer 1

Answer:

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Step-by-step explanation:

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Answer 2

Answer:

841 is a perfect square number which is obtained by square of 29. Hence, the square root of 841 is a rational number. Square root is described with the symbol √. If n is an integer than square of n is equal to m which is also an integer. If n² = m, then n=√m. The square root of 841 is written as √841. Let us explore the square root of 841 in detail. 841 is a composite number, as it has more than 2 factors. In this mini-lesson we will learn to find square root of 841 along with solved examples. Let us see what the square root of 841 is.

Square Root of 841: √841 = 29

Square of 841: 8412 = 707,281