In the above circuit find current i
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Answer:
Kirchoff's voltage law in loop 1 :
−2+2+(i
1
−i
2
)1=0
⇒i
1
−i
2
=0 or i
1
=i
2
---(1)
Kirchoff's Voltage law in loop 2 :
−2+(i
2
−i
1
)1+2+(i
2
−i
3
)1=0
⇒i
2
−i
3
=0 or i
2
=i
3
---(2)
Kirchoff's Voltage law in loop 3 :
−2+(i
3
−i
2
)1+2+(i
3
−i
1
)1=0
⇒i
3
=0
From (2) we get i
2
=i
3
=0
From (1) we get i
1
=i
2
=0
⇒i
1
=i
2
=i
3
=0
Answered by
0
Explanation:
clock wise use
-2+2+(i
2
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