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(-14+3i)-(14 i)= Express your answer in the form (a+bi).

(−14+3i)−(14i)= (-14+3 i)-(14 i)= \newlineExpress your answer in the form (a+bi) (a+b i) .

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Full solution

Q. (−14+3i)−(14i)= (-14+3 i)-(14 i)= \newlineExpress your answer in the form (a+bi) (a+b i) .
  1. Subtract complex numbers: Subtract the complex numbers (−14+3i)(-14+3i) and (14i)(14i).\newline(−14+3i)−(14i)=−14+3i−14i(-14+3i) - (14i) = -14 + 3i - 14i
  2. Combine like terms: Combine like terms, which in this case are the imaginary parts.\newline−14+3i−14i=−14+(3i−14i)-14 + 3i - 14i = -14 + (3i - 14i)
  3. Simplify imaginary parts: Simplify the imaginary parts.\newline−14+(3i−14i)=−14−11i-14 + (3i - 14i) = -14 - 11i
  4. Write final answer: Write the final answer in the form (a+bi)(a+bi).\newlineThe final answer is (−14−11i)(-14 - 11i).

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