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The power consumption of an electrical device varies directly with the square of the voltage applied. If a device consumes 150 watts when the voltage is 120 volts, how much power (in watts) will it consume at 240 volts?

A550

B650

C500

D600

Answer:

D. 600

Read Explanation:

Since power varies directly with the square of voltage:

P∝V2P \propto V^2

So,
P1P2=V12V22\frac{P_1}{P_2} = \frac{V_1^2}{V_2^2}

Given:
(P1=150)W,(V1=120)V,(V2=240)V(P_1 = 150) W, (V_1 = 120) V, (V_2 = 240) V


P2=150×(240120)2P_2 = 150 \times \left(\frac{240}{120}\right)^2
=150×(2)2= 150 \times (2)^2
=150×4= 150 \times 4
=600= 600

Final Answer:

600 watts


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