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A $3.33-\mathrm{k} \Omega$ resistor is connected to a generator with a maximum voltage of 241 $\mathrm{V} .$ Find (a) the average and (b) the maximum powerdelivered to this circuit.

a) 8.72 $\mathrm{W}$b) $[17.4 \mathrm{W}]$

Physics 102 Electricity and Magnetism

Chapter 24

Alternating-Current Circuits

Current, Resistance, and Electromotive Force

Direct-Current Circuits

Electromagnetic Induction

Alternating Current

Rutgers, The State University of New Jersey

University of Washington

Simon Fraser University

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in these questions are three points 33 kilo Holmes Resister is connected to a generator that can offer a maximum voltage off 241 votes in the first item. We have to calculate what is the average power. Deliver it to the circuit. So too complex the average power we use the following relation p a V is equals two v r. M s squared over our on v r amass A few guys, Remember is given by v r. A. Mass was close to remarks over square root of two. Then we have that the average power is equals. Two remarks square over to our and then bugging their values. We got 241 squared over two times three point authority tree times 10 Deterred. This is because off the kilo, these is the same as 10 to the third. And so we get that the average power. Deliver it Izzy course too. 8.72. What? In the second item, we have to calculate what is the maximum power delivered. So the maximum power delivery is given by Pete Much his equals two V marks squared over our and there's a straightforward. We just have to put in the given values. So 241 squared over three 0.33 times, 10 to the third, and these is equals two 17 point 40 for once.

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