Consider the network shown here, B is a 4V
battery of zero internal resistance; S₁ and S₂ are
switches and C₁ and C₂ are ideal capacitors of
values shown. Suppose S₁ is closed keeping S₂
open till the capacitor C₁ is fully charged. Then
S₁ is opened and S₂ is closed so that C₂ gets
charged. The energy stored in the capacitors is
equal to :
(a) 2 × 10 – 6 J (b) 4 × 10 – 6 J
(c) 8 × 10 – 6 J (d) 32 × 10 – 6 J
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Answer:
Consider the network shown here, B is a 4V
battery of zero internal resistance; S₁ and S₂ are
switches and C₁ and C₂ are ideal capacitors of
values shown. Suppose S₁ is closed keeping S₂
open till the capacitor C₁ is fully charged. Then
S₁ is opened and S₂ is closed so that C₂ gets
charged. The energy stored in the capacitors is
equal to :
(a) 2 × 10 – 6 J
(b) 4 × 10 – 6 J
(c) 8 × 10 – 6 J
(d) 32 × 10 – 6 J ✔️✔️
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