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What is Square root of -98 + 7i
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What is Square root of -98 + 7i

User Farooque
by
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1 Answer

6 votes

Answer:


√(7(-14+i))

Explanation:

We need to find the
√(-98+7i)

We know that 98/7 = 14.

Taking 7 common from both terms we get


√(7(-14+i))

Since 7 and -14 are not the perfect squares, so our answer is:


√(7(-14+i))

User Marilin
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