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Figure shows a part of an electric circuit.The potentials at the points a,b and c are 30V,12V and 2V
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Figure shows a part of an electric circuit.The potentials at the points a,b and c are 30V,12V and 2V respectively.Find the currents through the three resistors
Let potential at the point o XV.
(30−x)=10ii.
(x−12)=20i2
(x−2)=30i3
i1=i2+i3
⇒30−x10=x−1220+x−230
⇒30−x=x−122+x−23
⇒30−x=3x−36+36+2x−46
⇒180−6x=5x−40
⇒11x=220
⇒x=22011=20V
ii=30−2010=1A
i2=20−1220=0.4A
i3=20−230=610=0.6A
Let potential at the point o XV.
(30−x)=10ii.
(x−12)=20i2
(x−2)=30i3
i1=i2+i3
⇒30−x10=x−1220+x−230
⇒30−x=x−122+x−23
⇒30−x=3x−36+36+2x−46
⇒180−6x=5x−40
⇒11x=220
⇒x=22011=20V
ii=30−2010=1A
i2=20−1220=0.4A
i3=20−230=610=0.6A