Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN: 9780133923605
Author: Robert L. Boylestad
Publisher: PEARSON
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- Part B Given the following circuit: Calculate the current through each Resistance R1 to R6 when its correspondent switch is closed (e.g. the current through R1 when the switch SW1 is closed, the current through R2 when the switch SW2 is closed, etc.) If the value of the Fuse F1 is 1 Amperes, which different combinations of switches can you close together to ensure that will be the maximum current possible but the Fuse F1 will not blow apart? – Justify your answer with your calculations. If the value of the Fuse F1 is 2 Amperes, which different combinations of switches can you close together to ensure that will be the maximum current possible but the Fuse F1 will not blow apart? – Justify your answer with your calculations. If the value of the Fuse F1 is 3 Amperes, which different combinations of switches can you close together to ensure that will be the maximum current possible but the Fuse F1 will not blow apart? – Justify your answer with your calculations Calculate the minimum…arrow_forwardQuestions 1-4 are based on the SLI battery (one battery module) in a car with specifications: Open Circuit Voltage (OCV): 12 V Resistance: 0.01 ohmDischarge Capacity: 50 Ah You are building an electric go-cart battery pack using 4 of these battery modules connected in series. 1. What is this battery pack open circuit voltage? 2. What is this battery pack capacity? 3. What is this battery pack energy? 4. Now connecting this battery pack with a traction motor, what is the battery pack voltage if the motor draws 200 A? Hint: Need to consider the battery internal resistances (in series connection) because now there is a load (not OCV).arrow_forwardA scientist working under emergency conditions at a jungle based lab realizes that her primitive radio has shorted in the rain and burned out a resister. She wants to match the original resister of 2.50 Ohms but believes that a resistance between 2.25 - 2.75 Ohms would be sufficient. All she has to work with is a spool of fine lead soldering wire and some scrap equipment. a) The wire has a diameter of 1.5 mm and the resistivity of lead is 22*10-8Ohm-meters. How much lead wire would she need to make the resister? b). Looking around the lab she is able to scavenge two 3.5 ohm and one 1.0 ohm resisters from old equipment. Using these three resisters how close can she come to building a 2.50 ohm resister? Explain the optimal configuration and calculate the equivalent resistance.arrow_forward
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