1302_HA5

1302_HA5 - inclination with respect to the positive axis...

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EGR 1302 Homework Assignment #5 1. i i e i e z 5 . 0 ) 2 . 1 2 ( ) 3 2 ( 5 . 2 - = + Find: z in Standard Form: z in Polar Form: z in Exponential Form: = ) Re( z = ) Im( z = ) mod( z = ) arg( z = ) ( z conj Plot z on the Argand Diagram 2. Find all the Roots of 4 2 2 4 + - iz z 3. Sketch the two-dimensional displacement vectors PQ and QP , and state their y x , components, for points P and Q as follows; ) 6 , 5 ( : ), 3 , 2 ( : Q P ) 3 , 5 ( : ), 1 , 2 ( : - - - Q P ) 2 , 2 ( : ), 5 , 3 ( : - - - Q P 4. For the two-dimensional displacement vectors given, find the length (magnitude) and angle of
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Unformatted text preview: inclination with respect to the positive axis x-in the range 180 180 +-to ; (5,6) (-2,-3) (4,3) (12,-5) (-5,2) 5. Given the magnitude (length) and angle θ , obtain the y x , components of the vectors listed; 45 , 4 = = L 75 , 5-= = L 140 , 3 = = L 165 , 2-= = L...
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This note was uploaded on 04/29/2008 for the course EGR 1302 taught by Professor Campbell during the Spring '08 term at Baylor.

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