14.1 Determine the instantaneous power and the average power absorbed by an impedance if the voltage across it and the current through it are given as v(t) = 24 cos(ot + 30") V i(t) = 2 cos(ot + 80") A And determine if the impedance is inductive or capacitive.

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**Problem 14.1**

Determine the instantaneous power and the average power absorbed by an impedance if the voltage across it and the current through it are given as:

\[ v(t) = 24 \cos (\omega t + 30^\circ) \, \text{V} \]

\[ i(t) = 2 \cos (\omega t + 80^\circ) \, \text{A} \]

And determine if the impedance is inductive or capacitive.
Transcribed Image Text:**Problem 14.1** Determine the instantaneous power and the average power absorbed by an impedance if the voltage across it and the current through it are given as: \[ v(t) = 24 \cos (\omega t + 30^\circ) \, \text{V} \] \[ i(t) = 2 \cos (\omega t + 80^\circ) \, \text{A} \] And determine if the impedance is inductive or capacitive.
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