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Write the complex number in standard form. √ – 0.04

User Mnabil
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1 Answer

3 votes

Answer:

0.9798 + 0i

Explanation:

Assuming that the square root symbol applies only to the number 0.04 and not the entire expression, we can write the complex number in standard form as:

√(1 - 0.04) = √0.96

Since √0.96 cannot be simplified further without using decimals, we can convert it to a decimal approximation using a calculator or by long division. One possible decimal approximation is:

√0.96 ≈ 0.9798

Therefore, the complex number in standard form is:

0.9798 + 0i

Where 0i represents the imaginary part, which is zero in this case since the complex number is a real number.

User Sujit Kumar Singh
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