For series ac circuits containing both resistance and inductive reactance, total opposition to current can be found by simply adding ohmic values or oppositions to current.-A-TrueB-False-B-False

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APTITUDE CRACK · Accepted Answer

The correct option is  B False By taking sqrt of the sum of the square of ohmic values. Z = sqrt[r^2 + xc^2].

RL Circuits

Q1: For series ac circuits containing both resistance and inductive reactance, total opposition to current can be found by simply adding ohmic values or oppositions to current.

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RL Circuits

Q1: For series ac circuits containing both resistance and inductive reactance, total opposition to current can be found by simply adding ohmic values or oppositions to current.

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For help Students Orientation Mcqs Questions

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Mcqs Questions