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So we're just multiplying? Remember this? \(\large\rm z_1=A cis(\theta_1)\) \(\large\rm z_2=B cis(\theta_2)\) then \(\large\rm z_1\cdot z_2=A\cdot B cis(\theta_1+\theta_2)\) You multiply the magnitudes and add the angles, ya?
So - 2 * 7 (cos140 + cos65)?
no no, cis is not cos cis is short for cosine + i sine
\(\large\rm cis(140)=cos140+i sin140\)
It's just a shorthand notation
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2*7(cis(140+65))
Mmmm good good good :) \(\large\rm 14cis(205)=14(cos205+i sin205)\)
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