Answer :

In the given format of  -125 = Ai square root B, we have; √-125 =  5i√5

How to find the square root of complex numbers?

The square root of a complex number can be determined using a formula. Just like the square root of a natural number comes in pairs (Square root of x2 is x and -x), the square root of complex number a + ib is given by √(a + ib) = ±(x + iy), where x and y are real numbers.

Now, applying the definitions and expressions above to our question, the square root of -125 would be;

√-125 = √(-25 * 5)

= 5i√5

Thus, in the given format of  -125 = Ai square root B, we have;

√-125 =  5i√5

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