Problem 130 of 7
Compare complex arithmetic expressions (2-i) + (3i)(1+i) and -1+2i for equivalence.
Hints
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simplify and compare real/imaginary parts.
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Expressions must simplify to standard complex form for comparison.
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Correct
Your answer is equivalent to the expected form.
Solution
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1. Simplify each expression fully.
2. Write each in a+bi form.
3. Compare real parts and imaginary coefficients.
Use the worked steps, then substitute the final answer back into the original relationship to confirm it satisfies the prompt.
Comparing expressions before distributing and simplifying i^2.