QUESTION 10 a) Given a complex number w = 1 – i/3. i. Express w in polar form. ii. By using part (i.), solve 25 = (1 – iv3)" by giving your answers the form of a+bi, and hence sketch the roots on an Argand diagran 3 UT

Q: 6. Write [2(cos15°+isin15°)J in rectangular form. (c) 4+4i (d) 4/7 + 4i/7 (a) 3+3i (b) 3/2 + 3i/7

A: Distribute the exponent 3, then for the polar part 3 will multiply with the angles.

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A: This question is related to complex numbers, we will solve it using given information.

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Q: Give the solutions of the complex equation –3z°(1 + i) = z(1 – i) in trigonometric for

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Q: 6) Perform the indicated operations. Leave the resul in polar form. [50(cos 236° + j sin…

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Q: Solve z' +32 = 0. State answers in polar form and graph in the complex plane.

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