Table 1 AV1=5 R(Q) im(A) R1 100 0.008 R2 200 0.004 R3 330 0.012 1. Using Kirchhoff's Rules, construct enough mathematically independent equations to solve for the current of each resistor. Then calculate the % error between your measured and theoretical values for the current of each resistor. You MUST use Kirchhoff's Rules and show work it(A) % Error
Table 1 AV1=5 R(Q) im(A) R1 100 0.008 R2 200 0.004 R3 330 0.012 1. Using Kirchhoff's Rules, construct enough mathematically independent equations to solve for the current of each resistor. Then calculate the % error between your measured and theoretical values for the current of each resistor. You MUST use Kirchhoff's Rules and show work it(A) % Error
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![Setup #1
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Transcribed Image Text:Setup #1
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R3
R1
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R2
V1.
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![Table 1
R(Q)
im(A)
100
0.008
200
0.004
330
0.012
1. Using Kirchhoff's Rules, construct enough mathematically independent equations to
solve for the current of each resistor. Then calculate the % error between your
measured and theoretical values for the current of each resistor. You MUST use
Kirchhoff's Rules and show work
R1
R2
R3
AV1=5
it(A)
% Error](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F2e521a1e-f4ee-4c02-af71-8dfc2cc184d3%2F482b28d2-753b-4cfd-a5fd-5e21b897adfe%2F91gb8ov_processed.png&w=3840&q=75)
Transcribed Image Text:Table 1
R(Q)
im(A)
100
0.008
200
0.004
330
0.012
1. Using Kirchhoff's Rules, construct enough mathematically independent equations to
solve for the current of each resistor. Then calculate the % error between your
measured and theoretical values for the current of each resistor. You MUST use
Kirchhoff's Rules and show work
R1
R2
R3
AV1=5
it(A)
% Error
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