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4. For each of the three series circuits, compare the experimental results with the resistance calculated using your rule. In evaluating your results, consider the tolerance of each resistor by using the minimum and maximum values in your calculations.

4. For each of the three series circuits, compare the experimental results with the resistance calculated using your rule. In evaluating your results, consider the tolerance of each resistor by using the minimum and maximum values in your calculations.

Introductory Circuit Analysis (13th Edition)
Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
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4. For each of the three series circuits, compare the experimental results with the resistance calculated using your rule. In evaluating your results, consider the tolerance of each resistor by using the minimum and maximum values in your calculations. 5. Using the measurements you have made above and your knowledge of Ohm's law, calculate the equivalent resistance (Re) of the circuit for each of the three parallel circuits you tested. 6. Study the equivalent resistance readings for the parallel circuits. Devise a rule for the equivalent resistance of a parallel circuit of two resistors. 7. Examine the results of Part II. What do you notice about the relationship between the three voltage readings V1, V2, and VTOT in parallel circuits. 8. What did you discover about the current flow in a series circuit in Part III? 9. What did you discover about the current flow in a parallel circuit in Part III? 10. If the two measured currents in your parallel circuit were not the same, which resistor had the larger current going through it? Why?
Transcribed Image Text:4. For each of the three series circuits, compare the experimental results with the resistance calculated using your rule. In evaluating your results, consider the tolerance of each resistor by using the minimum and maximum values in your calculations. 5. Using the measurements you have made above and your knowledge of Ohm's law, calculate the equivalent resistance (Re) of the circuit for each of the three parallel circuits you tested. 6. Study the equivalent resistance readings for the parallel circuits. Devise a rule for the equivalent resistance of a parallel circuit of two resistors. 7. Examine the results of Part II. What do you notice about the relationship between the three voltage readings V1, V2, and VTOT in parallel circuits. 8. What did you discover about the current flow in a series circuit in Part III? 9. What did you discover about the current flow in a parallel circuit in Part III? 10. If the two measured currents in your parallel circuit were not the same, which resistor had the larger current going through it? Why?
Part I: Series Circuits R1 R, V1 Rea V TOT ( Ω) (A) (V) (V) ( Ω ) (V) • 0286 1.618 1.558 3.177 1 56 56 .0234 1.317 1,860 o20 1.557 1.621 3.181 56 82 3.182 82 82 Part Il: Parallel Circuits R, R2 V1 V2 Reg VTOT (0) (A) (V) (V) (N) (V) 1134 3.101 3.147 .0953 3. 117 3.I54 3.152 1 56 56 3,154 3.156 56 82 3.161 .0770 3.127 3.158 82 82 Part IlI: Currents R1 R2 I, (2) (Ω) (A) (A) 0,02312 0.0232 0,02308 0.OO6322 56 82 56 82 2. 3. 2) 3.
Transcribed Image Text:Part I: Series Circuits R1 R, V1 Rea V TOT ( Ω) (A) (V) (V) ( Ω ) (V) • 0286 1.618 1.558 3.177 1 56 56 .0234 1.317 1,860 o20 1.557 1.621 3.181 56 82 3.182 82 82 Part Il: Parallel Circuits R, R2 V1 V2 Reg VTOT (0) (A) (V) (V) (N) (V) 1134 3.101 3.147 .0953 3. 117 3.I54 3.152 1 56 56 3,154 3.156 56 82 3.161 .0770 3.127 3.158 82 82 Part IlI: Currents R1 R2 I, (2) (Ω) (A) (A) 0,02312 0.0232 0,02308 0.OO6322 56 82 56 82 2. 3. 2) 3.
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