Question

find the square root of 41 by long division pls answer the correct answer ​

Answer 1

Answer:

By long division, we learnt that √41 = 6.403.

Solution

Negative square root cannot be real numbers.

-√41 is a real number.

But √-41 is an imaginary number.

Hence, they are not the same. -√41 is not the same as √-41.

Let us look at an example of perfect squares first. 3² = 3 × 3 = 9 is an example. Here 3 is called the square root of 9, but 9 is a perfect square. Does that mean non-square numbers cannot have a square root? Non-square numbers also have a square root, but they are not whole numbers.

Square Root of 41

Square root of 41 in the radical form is expressed as √41 and in the exponent form, it is expressed as 41½. The square root of 41, rounded to 5 decimal places, is ± 6.40312.

Step-by-step explanation:

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Answer 2

Step-by-step explanation:

By long division, we learnt that √41 = 6.403.