Consider the voltage phasor in Figure 32.4, shown at three instants of time. (i) Choose the part of the figure, (a), (b), or (c), that represents the instant of time at which the instantaneous value of the voltage has the largest magnitude. (ii) Choose the part of the figure that represents the instant of time at which the instantaneous value of the voltage has the smallest magnitude.
Consider the voltage phasor in Figure 32.4, shown at three instants of time. (i) Choose the part of the figure, (a), (b), or (c), that represents the instant of time at which the instantaneous value of the voltage has the largest magnitude. (ii) Choose the part of the figure that represents the instant of time at which the instantaneous value of the voltage has the smallest magnitude.
Consider the voltage phasor in Figure 32.4, shown at three instants of time. (i) Choose the part of the figure, (a), (b), or (c), that represents the instant of time at which the instantaneous value of the voltage has the largest magnitude. (ii) Choose the part of the figure that represents the instant of time at which the instantaneous value of the voltage has the smallest magnitude.
(i)
Expert Solution
To determine
The correct Figure that represents the largest magnitude of voltage at instant of time.
Answer to Problem 33.1QQ
The largest magnitude of voltage at instant of time represents Figure (c).
Explanation of Solution
A phasor diagram is arrow whose length represents the amplitude of an AC voltage or current. The phasor diagram rotates counterclockwise about the origin with angular frequency of the AC quantity. The maximum rotation of the length of the arrow with angular frequency represents the largest magnitude of voltage. Hence, the Figure (c) represents the largest magnitude of voltage at instant of time
Conclusion:
Therefore, the Figure (c) represents the largest magnitude of voltage at instant of time because of maximum rotation of arrow in counterclockwise with maximum frequency.
(ii)
Expert Solution
To determine
The correct Figure that represents the smallest magnitude of voltage at instant of time.
Answer to Problem 33.1QQ
The smallest magnitude of voltage at instant of time represents Figure (b).
Explanation of Solution
A phasor diagram is arrow whose length represents the amplitude of an AC voltage or current. The phasor diagram rotates counterclockwise about the origin with angular frequency of the AC quantity. The minimum rotation of the length of the arrow with minimum angular frequency represents the minimum voltage. Hence, the Figure(b) represents the minimum voltage at instant of time because of minimum rotation of the length of the arrow with minimum angular frequency represents.
Thus, the Figure (b) represents the smallest magnitude of voltage at instant of time.
Conclusion:
Therefore, the Figure (b) represents the smallest magnitude of voltage at instant of time because of minimum rotation of arrow in counterclockwise with minimum frequency.
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A man slides two boxes up a slope. The two boxes A and B have a mass of 75 kg and 50
kg, respectively.
(a) Draw the free body diagram (FBD) of the two crates.
(b) Determine the tension in the cable that the man must exert to cause imminent
movement from rest of the two boxes.
Static friction coefficient
USA = 0.25
HSB = 0.35
Kinetic friction coefficient
HkA = 0.20
HkB = 0.25
M₁ = 75 kg
MB = 50 kg
P
35°
Figure 3
B
200
A golf ball is struck with a velocity of 20 m/s at point A as shown below (Figure 4).
(a) Determine the distance "d" and the time of flight from A to B;
(b) Determine the magnitude and the direction of the speed at which the ball strikes the
ground at B.
10°
V₁ = 20m/s
35º
Figure 4
d
B
Chapter 33 Solutions
Physics for Scientists and Engineers, Technology Update (No access codes included)
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