A large air conditioner has a resistance of 9.0 ΩΩ and an inductive reactance of 13 ΩΩ . The air conditioner is powered by a 55.0 HzHz generator with an rms voltage of 240 VV .
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A large air conditioner has a resistance of 7.0$\Omega$ and an inductive reactance of 15$\Omega .$ If the air conditioner is powered by a $60.0-\mathrm{Hz}$ generator with an rms voltage of $240 \mathrm{V},$ find (a) the impedance of the air conditioner, (b) its rms current, and (c) the average power consumed by the air conditioner.
Air Conditioner An air conditioner connected to a $120 \mathrm{~V} \mathrm{rms}$ ac line is equivalent to a $12.0 \Omega$ resistance and a $1.30 \Omega$ inductive reactance in series. (a) Calculate the impedance of the air conditioner. (b) Find the average rate at which energy is supplied to the appliance.
An air conditioner connected to a $120 \mathrm{Vrms}$ ac line is equivalent to a $12.0 \Omega$ resistance and a $1.30 \Omega$ inductive reactance in series. Calculate (a) the impedance of the air conditioner and (b) the average rate at which energy is supplied to the appliance.
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