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A 150μFdefibrillator capacitor is charged to 1500V. When fired through a patient’s chest, it loses95% of its charge in 40msWhat is the resistance of the patient’s chest?

Short Answer

Expert verified

R=89Ω

Step by step solution

01

Given information.

We need to find the resistance of the patient's chest.

02

Simplification.

When the switch is off, the capacitor discharge and the current flows through the resistor. To discharge the capacitor, the charges flow through the circuit in time . the initial charge is related to final charge Q by equation
in the form

Q=Q0e-t/RC Where Ris the resistance and t.Cis the capacitance. Let us solve equation(1) for R to get it by

R=-tCIn(Q/Q0)

The capacitor losses 95%of its charge, so the final charge is 5%of the initial one Q=0.05Q0,so we plug the values for t.localid="1649245614284" CandQinto equation to get R

R=-tCIn(Q/Q0)=-40×10-3s(150×10-6F)(In(0.05))=89Ω

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Most popular questions from this chapter

The five identical bulbs in FIGURE EX28.10are all glowing. The battery is ideal. What is the order of brightness of the bulbs, from brightest to dimmest? Some may be equal.

A. P=S>Q=R=T

B. P>Q=R=S>T

C. P>S=T>Q=R

D.P>Q=R>S=T

Bulbs A and B in FIGURE Q28.11 are identical, and both are glowing. Bulb B is removed from its socket. Does the potential difference V12between points 1 and 2 increase, stay the same, decrease, or become zero? Explain.

For an ideal battery(r=0), closing the switch in FIGURE P28.54 does not affect the brightness of bulb A. In practice, bulb A dims just a little when the switch closes. To see why, assume that the1.50Vbattery has an internal resistancer=0.50and that the resistance of a glowing bulb isR=6.00.

a. What is the current through bulb A when the switch is open?

b. What is the current through bulb A after the switch has closed?

c. By what percentage does the current through A change when the switch is closed?

he switch in figure28.38a closes at t=0sand, after a very long time, the capacitor is fully charged. Find expressions for

(a) the total energy supplied by the battery as the capacitor is being charged,

(b) total energy dissipated by the resistor as the capacitor is being charged, and

(c) the energy stored in the capacitor when it is fully charged. Your expressions will be in terms of E, R, and C.

(d) Do your results for parts a to c show that energy is conserved? Explain.

What is the equivalent resistance between points a and b in FIGURE EX28.28?

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