cis , noting that z|= |w| cis 0 and w 24. Let z 1. Evaluate z+w in mod-arg form and (arg zarg w). [HINT: Use the sum to product identities 0+ hence show that arg(z+ w) () (and sinsin o 2 sin (22 -¢...

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cis , noting that z|= |w|<br>cis 0 and w<br>24. Let z<br>1. Evaluate z+w in mod-arg form and<br>(arg zarg w). [HINT: Use the sum to product identities<br>0+<br>hence show that arg(z+ w)<br>()<br>(and sinsin o 2 sin (22<br>-¢<br>COs<br>cos = 2 cos<br>COS<br>COS<br>

Extracted text: cis , noting that z|= |w| cis 0 and w 24. Let z 1. Evaluate z+w in mod-arg form and (arg zarg w). [HINT: Use the sum to product identities 0+ hence show that arg(z+ w) () (and sinsin o 2 sin (22 -¢ COs cos = 2 cos COS COS

Jun 03, 2022

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cis , noting that z|= |w| cis 0 and w 24. Let z 1. Evaluate z+w in mod-arg form and (arg zarg w). [HINT: Use the sum to product identities 0+ hence show that arg(z+ w) () (and sinsin o 2 sin (22 -¢...

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