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What happens to the reading on the scale as the elevator begins to move upward to move downward?
As the elevator begins to move upward, the reading on the scale will momentarily increase. Conversely, as the elevator starts to move downward, the reading on the scale will momentarily decrease. This change in reading is due to the acceleration experienced by the occupants of the elevator, causing a shift in apparent weight.
What happens to the reading on the scale as the elevator begin to move upward?
As the elevator moves upward, the reading on the scale will temporarily increase. This is because the scale measures the force exerted by the person standing on it, which includes their weight and an additional force due to the upward acceleration of the elevator.
What happens t the reading scale as the elevator begins to move upward?
As the elevator begins to move upward, the reading on the scale will increase due to the increase in apparent weight experienced by the person inside the elevator. This increase is a result of the combination of the person's actual weight and the upward acceleration of the elevator.
What is the acceleration of an elevator if a student stands on bathroom scale in the elevator and the scales reads 836 newtons and the elevator is moving upward?
The acceleration of the elevator can be calculated by dividing the reading on the scale (836 N) by the student's mass to get the acceleration due to the elevator's motion. Additionally, the acceleration due to gravity should also be taken into account, as it will affect the weight measured by the scale.
What if your mass is 75kg. You stand on a scale in an elevator that is about to go down. Starting from rest the elevator accelerates at 2.0ms squared for 2.0s then travels at a constant speed. What do?
While the elevator accelerates downward, you will experience a greater force than your actual weight, resulting in a higher reading on the scale. Once the elevator reaches a constant speed, the scale will show your actual weight, as the net force on you is then equal to your weight.
What happens to the reading on the scale as the elevator begins to move upward to move downward?
As the elevator begins to move upward, the reading on the scale will momentarily increase. Conversely, as the elevator starts to move downward, the reading on the scale will momentarily decrease. This change in reading is due to the acceleration experienced by the occupants of the elevator, causing a shift in apparent weight.
What happens to the reading on the scale as the elevator begin to move upward?
As the elevator moves upward, the reading on the scale will temporarily increase. This is because the scale measures the force exerted by the person standing on it, which includes their weight and an additional force due to the upward acceleration of the elevator.
What happens t the reading scale as the elevator begins to move upward?
As the elevator begins to move upward, the reading on the scale will increase due to the increase in apparent weight experienced by the person inside the elevator. This increase is a result of the combination of the person's actual weight and the upward acceleration of the elevator.
What is the acceleration of an elevator if a student stands on bathroom scale in the elevator and the scales reads 836 newtons and the elevator is moving upward?
The acceleration of the elevator can be calculated by dividing the reading on the scale (836 N) by the student's mass to get the acceleration due to the elevator's motion. Additionally, the acceleration due to gravity should also be taken into account, as it will affect the weight measured by the scale.
What if your mass is 75kg. You stand on a scale in an elevator that is about to go down. Starting from rest the elevator accelerates at 2.0ms squared for 2.0s then travels at a constant speed. What do?
While the elevator accelerates downward, you will experience a greater force than your actual weight, resulting in a higher reading on the scale. Once the elevator reaches a constant speed, the scale will show your actual weight, as the net force on you is then equal to your weight.
What is the weight in elevator with spring scale when it go up?
If the elevator is moving uniformly, the spring scale should record the same weight when it's going up as it does when it's standing still.If the elevator is accelerating (speeding up or slowing down), the spring scale will record a greater or lesser weight respectively.
Does a scale read more or less in an elevator that is accelerating upward?
It will increase! if the elevator is moving with a constant velocity, then there will be no change in the reading as no acc. will be caused. but if the body moves downwards wit a uniform acc. of say suppose x m/s^2, then the weight if the body will decrease by F=m x a(of the lift) as the two vectors will be in the opp direction, i.e. downwards. the opposite applies when the when the body acc. in an upward direction, the vectors will be in an same direction and it will result in the scale reading turing up more! remmember, a sacle measures the upward force aka reaction force
What will a spring scale read for the weight of a 59-kg woman in an elevator that moves upward with constant speed of 4.6?
The spring scale will read the woman's actual weight, which is 59 kg. Since the elevator is moving upward at a constant speed, there is no net force acting on the woman, so the spring scale will measure her true weight.
What force would the scale exert on a 53 kg person in a elevator and its moving up at a constant speed?
Scale already reads 70 kg when elevator is at rest. This is Gravity Force down (Fg), plus Normal force (n) up. Now, force on the man in the upward direction from accelerating up (force E) = mass of the man x acc. of the lift in the upward direction = 70 x5.5 N = 385 N. Now force of gravity (Fg) = 70 x 9.8 N = 686 N. Plus the normal force (n) -which keeps him falling through floor of elevator - is also acting on him = 686 N (same as gravity in up direction).So, F(y) = Elevator (Up) 385 (up) + Normal (up) 686 N - Gravity (down) 686 N. Therefore net force in the upward direction (against bottom of scale-floor) = (+385 + 686 - 686) N = 385 N. Hence the reading of the scale has extra = (385N). Scale is calibrated for "g = 9.8 m/ss". So, (385 / 9.8m/ss) kg = 39.3 kg extra. So, 39.3 kg (extra) + 70 kg (original) = 109.3 kg. This is why you feel heavier when elevator goes up.
You are standing on a scale in an elevator Suddenly you notice your weight decreases What do you conclude?
If my weight decreases while standing on the scale in an elevator, it likely means that the elevator is accelerating downward. This decrease in weight is due to the elevator and myself accelerating at the same rate, creating a sensation of weightlessness.
When going up in an elevator your weight reported by a scale increases?
Not really. It is not the fact of GOING UP that makes your apparent weight increase, but the fact that it is ACCELERATING UPWARD. For example, while the elevator goes up at a constant speed, your apparent weight will be the same as if it weren't moving.
How to take a main scale reading and vernier scale reading?
To take a main scale reading, identify the whole number on the main scale that is to the left of the zero mark on the vernier scale. Then, identify the vernier scale division that aligns closely with a division on the main scale. Add the main scale reading and the vernier scale reading together to get the final measurement.
