Which has a higher resistance: a 50 W lamp bulb or a 25 W lamp bulb and how many times?
Answers
Answered by
58
Power = Voltage×Current
Current = Voltage / Resistance
By eliminating current we get Power = (Voltage)2/ Resistance
since all lamp are rated to operate at same voltage 230 V, we can say from the above statements that power is inversly proportional to Resistance.
if R25 is the resistance of 25W lamp and R50 is resistance of 50W lamp, then ( R25 / R50 ) = (50/25) = 2;
hence R25 has high resistance and it is two times of R50
hope its helpful
Current = Voltage / Resistance
By eliminating current we get Power = (Voltage)2/ Resistance
since all lamp are rated to operate at same voltage 230 V, we can say from the above statements that power is inversly proportional to Resistance.
if R25 is the resistance of 25W lamp and R50 is resistance of 50W lamp, then ( R25 / R50 ) = (50/25) = 2;
hence R25 has high resistance and it is two times of R50
hope its helpful
Answered by
27
P = V * I
I = V/R
So, P = V²/R
As V is constant
Hence P is inversely proportional to R
Let the resistance of 25W bulb be R1
And resistance of 50 W bulb be R2
So R1/R2=25/50
HENCE R1 HAS HIGHER RESISTANCE
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