A Gaussian message signal m(t)=e–t2 V is applied to a phase modulato

1.	A Gaussian message signal m(t)=e–t2 V is applied to a phase modulator. If the phase sensitivity of the modulator is kp=8000π rad/V, then the maximum frequency deviation of the resultant PM signal will be _____ kHz.3.43
Answer» A Gaussian message signal $m (t) = e^{- t^{2}} V$ is applied to a phase modulator. If the phase sensitivity of the modulator is $k_{p} = 8000 π r a d / V$ , then the maximum frequency deviation of the resultant PM signal will be _____ kHz. 3.43

A Gaussian message signal m(t)=e–t2 V is applied to a phase modulator. If the phase sensitivity of the modulator is kp=8000π rad/V, then the maximum frequency deviation of the resultant PM signal will be _____ kHz.3.43

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A Gaussian message signal $m (t) = e^{- t^{2}} V$ is applied to a phase modulator. If the phase sensitivity of the modulator is $k_{p} = 8000 π r a d / V$ , then the maximum frequency deviation of the resultant PM signal will be _____ kHz.

3.43

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A Gaussian message signal m(t)=e–t2 V is applied to a phase modulator. If the phase sensitivity of the modulator is kp=8000π rad/V, then the maximum frequency deviation of the resultant PM signal will be _____ kHz.3.43

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