Tīmeklisa. Find the complex conjugate of (4 +j4), (2-j8), b. Multiply the numerator and denominator of each ratio by the complex conjugate of the denominator. Use the result to express each ratio in polar form. j4 c. Convert the numerator and denominator of each ratio in part b to polar form. Use the result to express each ratio in polar form. TīmeklisGiven that the poles, s , is equal to s= -7 + j8 and s = -7- j8. Find the (i)Damping Ratio, (ii) Undamped natural frequency W n , (iii) explain how increasing the value of imaginary component affects the step response(i.e increasing j8 of the poles imaginary component to j9 or j10 or higher, what change will we observe in the step response and why.)
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