What is the polar for the function (frac{1}{(1+j tau omega)}), where (omega) stands for the frequency (angular),

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What is the polar for the function $\frac{1}{(1+j \tau \omega)}$, where $\omega$ stands for the frequency (angular), $\tau$ the time constant and $j=\sqrt{-1}$ ?

(a) Semi circle

(b) Parabola

(c) Ellipse

(d) Circle.

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Theory Of Machines Kinematics And Dynamics

ISBN: 9781441923479

3rd Edition

Authors: Sadhu Singh

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Question Posted: May 09, 2024 01:01 AM

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What is the polar for the function (frac{1}{(1+j tau omega)}), where (omega) stands for the frequency (angular),

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Theory Of Machines Kinematics And Dynamics

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