Question

In the figure below, let R = 7.00 Ω, L = 2.50 mH, and C =...

In the figure below, let R = 7.00 Ω, L = 2.50 mH, and C = 1.75 µF.

The circuit is a rectangular loop with a vertical wire in the middle that extends from the bottom side of the loop to almost reach the top side, ending at point b below the top side. The left side contains a battery of emf with the positive terminal above the negative terminal. The right side contains a capacitor C. The top side, from left to right, contains point a and a switch S in contact with point a. The vertical wire contains, from top to bottom, point b, an inductor L, and a resistor R.

(a) Calculate the frequency of the damped oscillation of the circuit when the switch is thrown to position b.
kHz

(b) What is the critical resistance for damped oscillations?
Ω

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Answer #1

Given R=72, L= 2.5 mH, C= 1.75 per - 0- © f* - do Huel 1500 eurosawa = 2.4 KHZ. Critically damping Resistance, Ra=2 / 2.58103

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