AdvancedA-003-001-006

The effective value of a sine wave of voltage or current is:

A
Answer
Transmitters and receivers
Type
A
70.7% of the maximum value
B
50% of the maximum value
C
100% of the maximum value
D
63.6% of the maximum value

Answer Notes

The 'effective' value of an alternating current or voltage is the value that produces the exact same heating effect in a resistor as a direct current (DC) of the same value. In electronics, this is synonymous with the Root Mean Square (RMS) value. Mathematically, the RMS or effective value of a pure sine wave is calculated by dividing its maximum (peak) value by the square root of 2. This calculation results in approximately 0.707. Therefore, the effective value is always 70.7% of the maximum peak value. Options like 63.6% represent the average value, which is not the same as the effective work-producing value.
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In applying Ohm's law to AC circuits, current and voltage values are:
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