Two identical resistors each of resistance 10 ohm are connected in series and then in parallel, in line to a battery of 6 volts. calculate the ratio of power consumed in the combination of resistors in the two cases.
Answers
Answered by
2
power= V^2/R
in series
Req=20
Power1 =6×6/20 =36/20
in parallel
Req =5
Power2 = 6×6/5 =36/5
so ratio of power
P1/P2= 36/20/36/5
it gives
P1 : P2 =1 :4
in series
Req=20
Power1 =6×6/20 =36/20
in parallel
Req =5
Power2 = 6×6/5 =36/5
so ratio of power
P1/P2= 36/20/36/5
it gives
P1 : P2 =1 :4
Answered by
0
1)in series
10+10 = 20 ohm
Now find the current
I=V/R
=6/20
=0.3A
Now power
P1=V(I)
=6×0.3
=1.8W
2) in parallel
1/R=1/R+1/R
=1/10+1/10
R=5 ohm
Now current
I=V/R
=6/5
=1.2A
Power
P2=V×I
=6×1.2
=7.2W
Ratio
P1/P2=1.8/7.2
=0.25 W
Hope this helps you buddy
10+10 = 20 ohm
Now find the current
I=V/R
=6/20
=0.3A
Now power
P1=V(I)
=6×0.3
=1.8W
2) in parallel
1/R=1/R+1/R
=1/10+1/10
R=5 ohm
Now current
I=V/R
=6/5
=1.2A
Power
P2=V×I
=6×1.2
=7.2W
Ratio
P1/P2=1.8/7.2
=0.25 W
Hope this helps you buddy
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