Find the value of (3(cos107π+isin107π)9(cos54π+isin54π))×2(cos10π+isin10π) giving your answer in polar form.
Find the product of three complex numbers in polar form: 2(cos8π+isin8π)×3(cos4π+isin4π)×5(cos16π+isin16π).
Divide 8(cos125π+isin125π) by 2(cos6π+isin6π) and express the result in polar form.
Compute 2(cos6π+isin6π)3(cos4π+isin4π)×4(cos3π+isin3π) and express the answer in polar form.
Compute the product 5(cos5π+isin5π)×5(cos52π+isin52π) and give the answer in polar form.
Divide 10(cos1213π+isin1213π) by 5(cos127π+isin127π) and express the result in polar form.
Express the quotient 4ei145π8ei73π in the form reiθ.
Compute the product 4(cos32π+isin32π)×6(cos65π+isin65π) and give the answer in polar form.
Express 3ei2π5ei5π×2ei103π in the form Reiθ.
Evaluate 6(cos125π+isin125π)12(cos1211π+isin1211π)×5(cos3π+isin3π) and express the answer in polar form.
Multiply the complex numbers 5(cos16π+isin16π) and 3(cos163π+isin163π) and express the answer in polar form.
Find the product 7(cos87π+isin87π)×2(cos89π+isin89π) in polar form.
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