(-3+71 i)+(9)= Express your answer in the form (a+bi).

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(-3+71 i)+(9)= Express your answer in the form  (a+bi).

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Identify numbers to be added: Identify the numbers to be added. We have two numbers: a complex number (-3+71i) and a real number 9. The real number can be thought of as a complex number with an imaginary part of 0, so it is 9 + 0i.Add real parts of complex numbers: Add the real parts of the complex numbers. The real part of (-3+71i) is -3, and the real part of 9 + 0i is 9. Adding these together gives us -3 + 9.Perform addition of real parts: Perform the addition of the real parts. Calculating -3 + 9 gives us 6.Add imaginary parts of complex numbers: Add the imaginary parts of the complex numbers. The imaginary part of (-3+71i) is 71i, and the imaginary part of 9 + 0i is 0i. Adding these together gives us 71i + 0i.Perform addition of imaginary parts: Perform the addition of the imaginary parts. Calculating 71i + 0i gives us 71i.Combine real and imaginary parts: Combine the results of the real and imaginary parts. We combine the real part 6 and the imaginary part 71i to express the sum in the form (a+bi).Write final answer: Write the final answer. The sum of (-3+71i) and 9 is 6 + 71i.

$(-3+71 i)+(9)=$ $\newline$ Express your answer in the form $(a+b i)$ .

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(−3+71i)+(9)= (-3+71 i)+(9)= (−3+71i)+(9)=\newlineExpress your answer in the form (a+bi) (a+b i) (a+bi).

$(-3+71 i)+(9)=$ $\newline$ Express your answer in the form $(a+b i)$ .