In this lesson, we will learn how to perform calculations with complex numbers in polar form.
Students will be able to
Q1:
Given that π§=2ο»π6+ππ6οο§cossin and π§=1β3ο»π3+ππ3οο¨cossin, find π§π§ο§ο¨.
Q2:
Given that π§=5οΌ5π6+π5π6οο§cossin and π§=4(180+π180)ο¨ββcossin, determine π§π§ο§ο¨.
Q3:
If π=7(π+ππ)ο§ο§ο§cossin, π=16(π+ππ)ο¨ο¨ο¨cossin, and π+π=πο§ο¨, then what is ππο§ο¨?
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