Let each resistance. R=1^ All three path from A to B identical. are Let 31 cwerent entered at end A and left at B. we have V = 512 2 l be RAB R=15 then = = from expression Ⓒ 5R 2 3i C 3i RAB = RAB 1/2 SR 3x 2 A 동시 = i/₂ Current in distributed in all branches using symmetry. If VA - VB = V₁ i VA-VB = (VA-VP) + ( Vp - Va) + (Va-V₁) iR + ir + iR c R ž Luu SR i R •1/2 1/2 R R R A ER R 1/2. XR P 1/2 B FR ni Q

Inquiry into Physics
8th Edition
ISBN:9781337515863
Author:Ostdiek
Publisher:Ostdiek
Chapter10: Atomic Physics
Section: Chapter Questions
Problem 40Q
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Let each resistance.
R=1^
All three path from
A to B
identical.
are
Let 31 cwerent entered
at end A
and left at
B.
we have
V = 512
2
l
then
=
RAB
R=15
be
from expression (
5R
5128
= V
3i
3i
RAB =
RAB
1/2
SR
3x 2
A
동시
=
i/₂
i
C
Current in distributed in all branches using
symmetry.
If VA - VB = V₁
R
ž
VA-VB = (VA - Vp) + (Vp-va) + (Va-V₁)
iR + iR + iR
Luu
SR
i
R
1/2
1/2 R
R
R
A
ER
R
1/2.
XR
P 1/2
B
FR
ne
Q
Transcribed Image Text:Let each resistance. R=1^ All three path from A to B identical. are Let 31 cwerent entered at end A and left at B. we have V = 512 2 l then = RAB R=15 be from expression ( 5R 5128 = V 3i 3i RAB = RAB 1/2 SR 3x 2 A 동시 = i/₂ i C Current in distributed in all branches using symmetry. If VA - VB = V₁ R ž VA-VB = (VA - Vp) + (Vp-va) + (Va-V₁) iR + iR + iR Luu SR i R 1/2 1/2 R R R A ER R 1/2. XR P 1/2 B FR ne Q
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