The oscillating current in an electrical circuit is $I = 2 \sin ( 60 \pi t ) + \cos ( 120 \pi t ) \text { where } I$ is measured in amperes and t is measured in seconds. Find the average current for the time interval $0 \leq t \leq \frac { 1 } { 120 }$. Round your answer to three decimal places.
A) $1.637$ amps
B) $0.637$ amps
C) $1.273$ amps
D) $2.546$ amps
E) $2.273$ amps

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The Answer of The oscillating current in an electrical circuit is $I = 2 \sin ( 60 \pi t ) + \cos ( 120 \pi t ) \text { where } I$ is measured in amperes and t is measured in seconds. Find the average current for the time interval $0 \leq t \leq \frac { 1 } { 120 }$. Round your answer to three decimal places.
A) $1.637$ amps
B) $0.637$ amps
C) $1.273$ amps
D) $2.546$ amps
E) $2.273$ amps

The Oscillating Current in an Electrical Circuit Is I=2sin⁡(60πt)+cos⁡(120πt) where II = 2 \sin ( 60 \pi t ) + \cos ( 120 \pi t ) \text { where } II=2sin(60πt)+cos(120πt) where I

The Oscillating Current in an Electrical Circuit Is $I = 2 \sin ( 60 \pi t ) + \cos ( 120 \pi t ) \text { where } I$