let the mass of the person be = m
Let tension in the cable of elevator = T
Now, as the elevator starts to move downward with an acceleration "a" , it means that weight is more than tension and hence the system is moving downwards.
Therefore, net force = weight - tension
ma = mg- T
T = mg - ma
T = m(g-a)
Now, this tension in the cable is the apparent weight of the person , which is clearly seen that this value is less than the original weight (mg).
Thus, The scale read less than your normal weight.
Standing in an elevator, you step onto a scale. As the elevator begins to move downward,...
Standing in an elevator, you steps onto a scale. As the elevator begins to move downward, what will the scale read? A. Your weight. B. More than your normal weight. C. Less than your normal weight.
You walk into an elevator, step onto a scale, and push the "up" button. You recall that your normal weight is 621 N . When the elevator has an upward acceleration of magnitude 2.70 m/s2 , what does the scale read?
You walk into an elevator, step onto a scale, and push the "up" button. You recall that your normal weight is 621 N . When the elevator has an upward acceleration of magnitude 2.70 m/s2 , what does the scale read?
Suppose you are standing on a weighing scale in an elevator that accelerates downward with a magnitude of 9.8 m/s2. The reading of the scale a) is zero b) is less than when the elevator was st rest c) is greater than when the elevator was at rest d) is the same as when the elevator was at rest e) none of these
You walk into an elevator, step onto a scale, and push the "up" button. You recall that your normal weight is 621 N . When the elevator has an upward acceleration of magnitude 2.70 m/s2 , what does the scale read? (792 N) If you hold a 3.81-kg package by a light vertical string, what will be the tension in this string when the elevator accelerates as in the previous part?
E. Suppose you are standing on the scale in the elevator and the
elevator is accelerating downward with
an acceleration smaller than 9.8 m/s2
i. Draw free-body diagrams of yourself, the scale, and the floor
of the elevator where it interacts
with the scale.
ii. How must the magnitude of the force exerted by the scale on
you compare with your own
weight?
iii. How must the reading on the scale compare with the reading
you make when the elevator...
A 140-lb person is standing on a bathroom scale in an elevator as the elevator accelerates downward 1.2 m/s2 What does the bathroom scale read? Answer is 120 lbs. Please show step by step solution to this problem.
You are standing on a scale in an elevator initially at rest and the scale reads 71.2 kg. The elevator begins to ascend and accelerates at a rate of 3.57 m/s 2 . What would the scale read (in kg) when the elevator is moving upwards and accelerating?
9.1 A 740 N person is standing on a scale in the elevator. As the elevator begins to move, the scale reads 830 N. What was the acceleration (magnitude and direction of the elevator as it began to move?
You (mass = 75 kg) are riding in an elevator while standing on a scale. As the elevator begins to rise, you notice that the scale reading briefly increases to 785 N. What is the acceleration of the elevator during this time? Assuming it has three times the acceleration as it slows to rest at the top floor, what does the scale read as it slows?