(7-10 i)-(3+30 i)= Express your answer in the form (a+bi).

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(7-10 i)-(3+30 i)= Express your answer in the form  (a+bi).

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Write down complex numbers: Write down the given complex numbers and the operation to be performed. We are given two complex numbers, (7-10i) and (3+30i), and we need to subtract the second one from the first one.Perform subtraction of real and imaginary parts: Perform the subtraction by subtracting the real parts and the imaginary parts separately. Subtract the real part of the second complex number from the real part of the first complex number: 7 - 3. Subtract the imaginary part of the second complex number from the imaginary part of the first complex number: -10i - 30i.Calculate subtraction of real parts: Calculate the subtraction of the real parts. 7 - 3 = 4Calculate subtraction of imaginary parts: Calculate the subtraction of the imaginary parts. -10i - 30i = -40iCombine results in (a+bi) form: Combine the results of the real part and the imaginary part to express the answer in the form (a+bi). The result of the subtraction is 4 (from the real parts) and -40i (from the imaginary parts), so the answer in the form (a+bi) is 4 - 40i.

$(7-10 i)-(3+30 i)=$ $\newline$ Express your answer in the form $(a+b i)$ .

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(7−10i)−(3+30i)= (7-10 i)-(3+30 i)= (7−10i)−(3+30i)=\newlineExpress your answer in the form (a+bi) (a+b i) (a+bi).

$(7-10 i)-(3+30 i)=$ $\newline$ Express your answer in the form $(a+b i)$ .