Q. 77

Expert-verifiedFound in: Page 795

Book edition
4th

Author(s)
Randall D. Knight

Pages
1240 pages

ISBN
9780133942651

Need to find the power is dissipated by the .

The frequency of the oscillation between is . The frequency is the reciprocal of the time period, So we get the period of the oscillation

Let us plug the value of into equation (1) to get the period

At the high state , The oscillation spend of the time ,So the period at the high state is

The remaining is spending at low state 0V. So, the period at low state is

The period at the low is given in terms of

Our target is to find , So we solve equation (2) for and plug the value for

.

The period at the high state is given in terms of

Our target is to find , So we solve equation(3) for and plug the values for ,

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