Find V in polar notation. $\mathbf { V } = 11 \angle 110 ^ { 0 } + 17 \angle - 75 ^ { \circ }$

Name: Find V in polar notation. $\mathbf { V } = 11 \angle 110 ^ { 0 } + 17 \angle - 75 ^ { \circ }$
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Question

Find V  in polar notation. $\mathbf { V } = 11 \angle 110 ^ { 0 } + 17 \angle - 75 ^ { \circ }$

Quizplus · Accepted Answer

The Answer is

\mathbf { V } = 0.6377 - \mathrm { j } 6.0841 = 6.1174 \angle - 84.0164 ^ { \circ } \mathrm { V }

clear all;
V1-P2Rd (11, 110)
V1p=R2P (V1)
V2=P2Rd (17, -75 )
V2p=R2P (V2)
V=V1+V2
Vp-R2P (V)

Find V in Polar Notation V=11∠1100+17∠−75∘\mathbf { V } = 11 \angle 110 ^ { 0 } + 17 \angle - 75 ^ { \circ }V=11∠1100+17∠−75∘

Find V in Polar Notation $\mathbf { V } = 11 \angle 110 ^ { 0 } + 17 \angle - 75 ^ { \circ }$