Numerical Integration An alternating current is described by i(t) = (sinsin) where i = 1 A, t = 0.05 seg, and 3 = 0.2. Numerically obtain the root-mean-square current, defined as √√ + 1² Solve by the method of your choice. Defend the method you use. Determine the error of your result for different N. rms dt

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Numerical Integration
An alternating current is described by
i(t) =i
(sinsin)
where i = 1 A, t = 0.05 seg, and 3 = 0.2. Numerically obtain the root-mean-square current,
defined as
rms
-j² (t)dt
0
Solve by the method of your choice. Defend the method you use. Determine the error
of your result for different N.
Transcribed Image Text:Numerical Integration An alternating current is described by i(t) =i (sinsin) where i = 1 A, t = 0.05 seg, and 3 = 0.2. Numerically obtain the root-mean-square current, defined as rms -j² (t)dt 0 Solve by the method of your choice. Defend the method you use. Determine the error of your result for different N.
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