Consider a linear circuit having a single output voltage and two possible voltage sources as the input. Consider two situations: 1) Input voltage source #1 is equal to 4 Volts. Input voltage source #2 is equal to 3sin(60t) Volts. When both are applied, the output is 12+21cos(60t) Volts. 2) Input voltage source #1 is equal to 2 Volts. Input voltage source #2 is equal to 0. The corresponding outout is 6 Volts Then, if the input voltage source #1 is 0 and the input voltage source #2 is equal to 2cos(60t) Volts, the output is: O a. 14cos(60t) Volts O b.-6sin(60t) Volts O c.-14sin(60t) Volts d. 21 cos(60t) Volts

Computer Networking: A Top-Down Approach (7th Edition)
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Author:James Kurose, Keith Ross
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QUESTION 10
Consider a linear circuit having a single output voltage and two possible voltage sources as the input. Consider two situations:
1) Input voltage source #1 is equal to 4 Volts. Input voltage source #2 is equal to 3sin(60t) Volts. When both are applied, the output is
12+21cos(60t) Volts.
2) Input voltage source #1 is equal to 2 Volts. Input voltage source #2 is equal to 0. The corresponding outout is 6 Volts
Then, if the input voltage source #1 is 0 and the input voltage source #2 is equal to 2cos(60t) Volts, the output is:
a. 14cos(60t) Volts
b. -6sin(60t) Volts
c.-14sin(60t) Volts
d. 21 cos(60t) Volts
Transcribed Image Text:QUESTION 10 Consider a linear circuit having a single output voltage and two possible voltage sources as the input. Consider two situations: 1) Input voltage source #1 is equal to 4 Volts. Input voltage source #2 is equal to 3sin(60t) Volts. When both are applied, the output is 12+21cos(60t) Volts. 2) Input voltage source #1 is equal to 2 Volts. Input voltage source #2 is equal to 0. The corresponding outout is 6 Volts Then, if the input voltage source #1 is 0 and the input voltage source #2 is equal to 2cos(60t) Volts, the output is: a. 14cos(60t) Volts b. -6sin(60t) Volts c.-14sin(60t) Volts d. 21 cos(60t) Volts
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