Assume that R 1 = 45 , R 2 = 80 , R 3 = 18 , R 4= 72 , R 5 = 10 , and R 6 = 30 .
ID: 1536560 • Letter: A
Question
Assume that R1 = 45 , R2 = 80 , R3 = 18 , R4= 72 , R5 = 10 , and R6 = 30 .
Part A
Find the equivalent resistance of the combination shown in (Figure 1) .
Express your answer in ohms to two significant figures.
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Part B
Find the equivalent resistance of the combination shown in (Figure 2) .
Express your answer in ohms to two significant figures.
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Part C
Find the equivalent resistance of the combination shown in (Figure 3) .
Express your answer in ohms to two significant figures.
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Part D
Find the equivalent resistance of the combination shown in (Figure 4) .
Express your answer in ohms to two significant figures.
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Figure 1Figure 2Figure 3Figure 4 of 4
Assume that R1 = 45 , R2 = 80 , R3 = 18 , R4= 72 , R5 = 10 , and R6 = 30 .
Part A
Find the equivalent resistance of the combination shown in (Figure 1) .
Express your answer in ohms to two significant figures.
Req=SubmitMy AnswersGive Up
Part B
Find the equivalent resistance of the combination shown in (Figure 2) .
Express your answer in ohms to two significant figures.
Req=SubmitMy AnswersGive Up
Part C
Find the equivalent resistance of the combination shown in (Figure 3) .
Express your answer in ohms to two significant figures.
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Part D
Find the equivalent resistance of the combination shown in (Figure 4) .
Express your answer in ohms to two significant figures.
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Figure 1Figure 2Figure 3Figure 4 of 4
25 12 (2 5.0 QExplanation / Answer
Here for given figure,
R1 = 45 ohm
All for resistors are in parallel.
So resistor of parallel combination of 25 and 12 ohm = 25*12/(25+12) = 8.1 ohm
and resistor of parallel combination of 45 and 5 ohm = 45*5/(45+5) = 4.5 ohm
Then finally
resistor of parallel combination of 8.1 and 4.5 ohm = 8.1*4.5/(8.1 + 4.5) = 2.9 ohm
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