SOLUTION: convert the given coordinates to the equivalent polar form for wz: w = 4(cos 0 degrees + i sin 0 degrees), z = 3(cos 130 degrees + i sin 130 degrees)

SOLUTION: convert the given coordinates to the equivalent polar form for wz: w = 4(cos 0 degrees + i sin 0 degrees), z = 3(cos 130 degrees + i sin 130 degrees)

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Question 35488: convert the given coordinates to the equivalent polar form for wz:
w = 4(cos 0 degrees + i sin 0 degrees), z = 3(cos 130 degrees + i sin 130 degrees)
Answer by venugopalramana(3286) (Show Source): You can put this solution on YOUR website!
convert the given coordinates to the equivalent polar form for wz:
w = 4(cos 0 degrees + i sin 0 degrees)
=4(1+0*i)=4
, z = 3(cos 130 degrees + i sin 130 degrees)
WZ=4*3{COS(130)+iSIN(130)=12*E^(130i)=R*E^(iTHETA)
R=12 AND THETA=130
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