In the figure 128 V R1 2680 R2 3070 and R3 4790 What

In the figure ? = 12.8 V, R1 = 2680 ?, R2 = 3070 ?, and R3 = 4790 ?. What are the potential differences (in V) (a)  VA - VB, (b)  VB - VC, (c)  VC - VD, and (d)  VA - VC?

Solution

Because of the symmetry, B and C are equipotential points. So we can join B and C and then join R1 and R2 in parallel along side another pair of R1 and R2.

So. a. Va- Vb

TO find that we find the overall resultant resistance and then we will half the voltage to get the voltage about R1.
R = 1430.886 ohm
and V across this R is emf = 12.8 so Va-Vb = 6.4 V

b. Vb-Vc = 0 as they are equipotential points because of mirror image symmetry

c. Vc - Vd = 6.4 Same as the previous one.

d. Va - Vc = 6.4 Same as the previous reasoning

In the figure ? = 12.8 V, R1 = 2680 ?, R2 = 3070 ?, and R3 = 4790 ?. What are the potential differences (in V) (a) VA - VB, (b) VB - VC, (c) VC - VD, and (d) VA

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