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Find the potential difference across each resistor in the figure below. (R₁ = 5.25 №, R₂ = 3.900, R3 = 2.700, R4 = 1.700) 12.0 V 3.00 V I I I 18.0 V R3 i

Find the potential difference across each resistor in the figure below. (R₁ = 5.25 №, R₂ = 3.900, R3 = 2.700, R4 = 1.700) 12.0 V 3.00 V I I I 18.0 V R3 i

College Physics
College Physics
11th Edition
ISBN:9781305952300
Author:Raymond A. Serway, Chris Vuille
Publisher:Raymond A. Serway, Chris Vuille
Chapter1: Units, Trigonometry. And Vectors
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and finding the potential difference across each resistor

Find the potential difference across each resistor in the figure below. (R₁ R₁ = 1.700) 12.0 V R₁ R₂- 3.00 V 18.0 V RA R3 = 5.250, R₂ = 3.900, R3 = 2.700,
Transcribed Image Text:Find the potential difference across each resistor in the figure below. (R₁ R₁ = 1.700) 12.0 V R₁ R₂- 3.00 V 18.0 V RA R3 = 5.250, R₂ = 3.900, R3 = 2.700,
Assume that the currents I₁, I2, and I3 are in the directions indicated by the arrows in the figure redrawn below. (Enter your answers to at least four significant figures.) a 1₂2 12.0 V R₁ or Solving for I₁ gives 1 R₂. 3.00 V 0 Im R3 Applying Kirchhoff's junction rule at a gives 13 = 1₁ + 1₂. [1] Using Kirchhoff's loop rule starting at point a and going clockwise around the leftmost loop yields RA 18.0 V I -3.00 V - R₂13 - R₁₁ + 12.0 V = 0. X 0 I₁ = The correct answer is not zero. V R₁ - (R₁)131 1₁ = The correct answer is not zero. A A) - (0 The correct answer is not zero. .)13. [2] 3' X
Transcribed Image Text:Assume that the currents I₁, I2, and I3 are in the directions indicated by the arrows in the figure redrawn below. (Enter your answers to at least four significant figures.) a 1₂2 12.0 V R₁ or Solving for I₁ gives 1 R₂. 3.00 V 0 Im R3 Applying Kirchhoff's junction rule at a gives 13 = 1₁ + 1₂. [1] Using Kirchhoff's loop rule starting at point a and going clockwise around the leftmost loop yields RA 18.0 V I -3.00 V - R₂13 - R₁₁ + 12.0 V = 0. X 0 I₁ = The correct answer is not zero. V R₁ - (R₁)131 1₁ = The correct answer is not zero. A A) - (0 The correct answer is not zero. .)13. [2] 3' X
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