two devices of rating 44W,220 V and 11W,220 V are connected in series. the combination is connected across a 440W mains. the fuse of which of the two devices is likely to burn when the switch is ON.? justify your answer
Answers
Answered by
67
the total current flowing through the series circuit will be
I = 440v / RT
here
RT is the total resistance offered by the two devices
and
RT = R1 + R2 = V12/P1 + V22/P2 = (2202 / 44) + (2202 / 11)
so,
RT = 1100 ohms + 4400 ohms = 5500 ohms
so,
I = 440 / 5500 = 0.08A
and
the rated currents or the maximum current allowable for both devices will be
I1 = P1/V1 = 44/220 = 0.2A
I2 = P2/V2 = 11/220 = 0.05A
now
as the current supplied 'I' is greater than the rated current for the second device the fuse will be blown in this case.
I = 440v / RT
here
RT is the total resistance offered by the two devices
and
RT = R1 + R2 = V12/P1 + V22/P2 = (2202 / 44) + (2202 / 11)
so,
RT = 1100 ohms + 4400 ohms = 5500 ohms
so,
I = 440 / 5500 = 0.08A
and
the rated currents or the maximum current allowable for both devices will be
I1 = P1/V1 = 44/220 = 0.2A
I2 = P2/V2 = 11/220 = 0.05A
now
as the current supplied 'I' is greater than the rated current for the second device the fuse will be blown in this case.
Answered by
17
the total current flowing through the series circuit will be
I = 440v / RT
here
RT is the total resistance offered by the two devices
and
RT = R1 + R2 = V12/P1 + V22/P2 = (2202 / 44) + (2202 / 11)
so,
RT = 1100 ohms + 4400 ohms = 5500 ohms
so,
I = 440 / 5500 = 0.08A
and
the rated currents or the maximum current allowable for both devices will be
I1 = P1/V1 = 44/220 = 0.2A
I2 = P2/V2 = 11/220 = 0.05A
now
as the current supplied 'I' is greater than the rated current for the second device the fuse will be blown in this case.
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