Find the maximum power that can be delivered to a load
A:
0.025 W
B:
2.5 W
C:
2.5 W
D:
0.25 W
Answer:D
PL = I2R = x R รขโฌยขรขโฌยขรขโฌยข(i)
where zS = 100 + j50
zL = 100 - j50
Putting the values in eq. (i)
PL =X l00 = 0.25 watts.
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Which of the following functions would have only odd powers of x in its Taylor series expansion about the point x = 0?
A:
sin (x3)
B:
sin (x2)
C:
cos (x3)
D:
cos (x2)
Answer:A
Thus sin(x3) will have odd powers
Sin (x2) will have even powers
Cos (x3) will have even powers
Cos (x2) will have even powers.
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The function f = A โ B โ A โ D โ E โ C โ D โ E โ F โ G โ F โ G โ C โ E โ A โ D โ B โ E โ E โ B โ B โ B โ B โ D can be written as
A:
A โ B โ D
B:
A โ B โ E
C:
A โ E
D:
A โ E
Answer:D
A A B B C D D E E F G
2 1 3 3 2 3 1 4 1 2 2
0 A B B 0 D D 0 E 0 0
f = A โ B โ B โ D โ D โ E
= A โ 1 โ 1 โ E
= A โ 0 โ E = A โ E.
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Impedance function for the network shown below is:
A:
(3s + 1)
B:
C:
D:
2s + 3
Answer:C
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For the network shown below, the Thevenin voltage and RTH is equal to __________
A:
0 V, 58.82 ฮฉ
B:
0 V, 96.774 ฮฉ
C:
0 V, 3 Kฮฉ
D:
None of these
Answer:A
Since there is no independent source in the network; VTH = 0. To find RTH apply 1 A current source across A and B.
Apply KCL at node Vx
as
Solving Vx = 58.82 V
โด.
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