Voltage (V) [V] ● Resistor X Resistor Y A Resistor Z Current (1) [A] V=4.71 V = 2.31 V=0.61 Assume you have one resistor of each resistor shown in the graph available for use. For BOTH parts a) and b) described below: >> Determine the required resistance for the system in units of ohms [2]. >> Choose one correct resistor or resistor combination that will meet the criteria as closely as possible. (a) You want the resistor(s) to provide approximately 620 watts [W] of power when using a current of 20 amperes [A]. (b) You want the resistor(s) to provide approximately 1700 watts [W] of power when using 95 volts [V].

Power System Analysis and Design (MindTap Course List)
6th Edition
ISBN:9781305632134
Author:J. Duncan Glover, Thomas Overbye, Mulukutla S. Sarma
Publisher:J. Duncan Glover, Thomas Overbye, Mulukutla S. Sarma
Chapter3: Power Transformers
Section: Chapter Questions
Problem 3.30P: Reconsider Problem 3.29. If Va,VbandVc are a negative-sequence set, how would the voltage and...
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Voltage (V) [V]
● Resistor X
Resistor Y
A Resistor Z
Current (1) [A]
V=4.71
V = 2.31
V = 0.61
Assume you have one
resistor of each resistor
shown in the graph available
for use.
For BOTH parts a) and b)
described below:
>> Determine the required
resistance for the system in
units of ohms [2].
>> Choose one correct
resistor or resistor
combination that will meet
the criteria as closely as
possible.
(a) You want the resistor(s) to provide approximately 620 watts [W] of power when using a current of 20
amperes [A].
(b) You want the resistor(s) to provide approximately 1700 watts [W] of power when using 95 volts [V].
Transcribed Image Text:Voltage (V) [V] ● Resistor X Resistor Y A Resistor Z Current (1) [A] V=4.71 V = 2.31 V = 0.61 Assume you have one resistor of each resistor shown in the graph available for use. For BOTH parts a) and b) described below: >> Determine the required resistance for the system in units of ohms [2]. >> Choose one correct resistor or resistor combination that will meet the criteria as closely as possible. (a) You want the resistor(s) to provide approximately 620 watts [W] of power when using a current of 20 amperes [A]. (b) You want the resistor(s) to provide approximately 1700 watts [W] of power when using 95 volts [V].
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