Supply is given between A and B in the figure as shown. Ratio of potential difference across 4 microFarad and 6 microFarad is
(1) 2:3. (2) 3:2. (3) 1:2. (4) 2:1.
Answers
Answer:
(4). 2/1
Explanation:
This is a wheatstone bridge .
So, basically :
The diagram that will follow will be like the one attached .
We know that potential difference between parallel connection is always same .
Now , the potential between A & B will be same .
Equivalent capacitance in top part is
= 6*3/9
= 2
Equivalent capacitance in lower part is
= 4*8/12
= 8/3
Let the charge in top part be Q & that in the lower part be Q' .
So, V in upper part = V in lower part
Or, Q/2 = Q'/(8/3)
4Q = 3Q' .....(1)
Also, Q = C*V
So, potential drop in C6 (V6)= Q/6
potential drop in C4 (V4)= Q'/4
V4/V6 = (Q'/4)/Q/6
= (4Q/3*4) / Q/6 .....(from 1)
= 2
So, V4/V6 = 2:1
Answer:
In this solution
- Capacitor 6 and 3 in series
- So, There is C1=6×3/6+3
- C1=2
- V1=Q1/c1
- V1=Q1/2.
Capacitor 4 and 8 are also in series
C2=4×8/4+8
C2=8/3
V2=Q2×3/8
V1=v2
Q1/2=Q2×3/8
4Q1=3Q2
- Here, v6=Q/6
- V4=4Q/12
So, v4/v6=24Q/12Q
V4/v6=2/1
Ans. 2:1(d)
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