If , what is (where is the complex conjugate of )?
Answer and explanation
Correct answer: C.
- Step 1: The complex conjugate of is .
- Step 2: For , .
- Step 3: The product is .
Answer
.
Why not the others: '' computes ; '' computes , forgetting that ; '' squares instead of multiplying by its conjugate.
Practise more Trigonometry, Vectors and Complex Numbers.
Free questions with an explanation for every one, and full timed EmSAT Achieve (UAE) mock tests.