The maximum safe current that can pass through a resistor of 2 kΩ rated at 0.25 Watts is
Solution;
P=I2RP=I^2RP=I2R
Given;
R=2000ΩR=2000\OmegaR=2000Ω
P=0.25P=0.25P=0.25
Therefore;
I2=PRI^2=\frac PRI2=RP
I=PR=0.252000=12.5mAI=\sqrt{\frac PR}=\sqrt{\frac{0.25}{2000}}=12.5mAI=RP=20000.25=12.5mA
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