The scale shows the force of gravity against the __normal force__ on the person alone. If there are two or more people, the scale will read the force of gravity on each person separately. If you want to know how much force is exerted on a person, simply multiply the normal force by 1.5.

For example, if you are standing in a room with two people and one of them is carrying a heavy object, and the other person is standing next to you, you will find that the weight of the object will exert a force on you equal to 1/2 of your body weight.

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## What does the scale read in n when the elevator is at rest?

There is one expert answer. The elevator’s acceleration is zero once the elevator reaches a steady speed of 7 m/s. The reading on the scale goes back to normal, which means that there is no acceleration.

## What is the magnitude of the acceleration as the elevator starts upward?

N = mg if the elevator is at rest or moving at constant velocity. __N = mg + ma__ if the elevator has an upward acceleration. If the elevator is in a vertical descent, ma if the elevator has a downward acceleration.

The acceleration of an elevator can be calculated by using the following formula: Acceleration = (m/s^2) – (v/c) , where m is the mass of the object, v is its velocity, c is acceleration due to gravity, and m and v are in meters per second. The acceleration can also be expressed as a function of time.

For example, the acceleration at the top of a flight of stairs is given by the equation: Accel = 0.5 * (1 – v) / (t) where t is time in seconds. This acceleration is also known as the floor-to-ceiling (or floor to ceiling) acceleration and is used to calculate the speed of falling objects.

It is important to note, however, that this acceleration does not take into account the effect of gravity on a falling object. In other words, if an object is falling at a constant speed, its acceleration will be the same no matter how fast it falls.

## What happens to a scale in an elevator?

If the elevator’s floor presses harder on your feet, the scale will show a higher reading than when it’s at rest, which makes __you feel heavier__. When the elevator goes down, you don’t feel any weight at all. The same is true of the human body. When we stand up, we feel lighter because our body weight presses down on our feet.

But when we sit down, the weight of our bodies presses up on the floor. The same holds true for gravity, which is the force that pulls the Earth’s center of gravity down toward the surface. If we were to stand still, our weight would push us down and our gravity would pull us up. In other words, gravity is a force, not a weight.

## What does the bathroom scale read in an elevator?

The scale reports your weight as greater than it was at rest because it reads __the normal force__. When the elevator was speeding up, the same two forces were at work. __The normal force__ is less than at the beginning of the acceleration. The second scale is the Acceleration force. It is measured in Newton-meters per second (Nm/s) and is expressed as a number between 0 and 1.0.

For example, if you are standing on the ground at a speed of 100 m/sec, and your body weight is 100 kg, then your acceleration force will be 100 Nm. If you were to stand on a moving object, such as an elevator, you would have to apply the same force to it as you do to a stationary object.

## What force does the scale read?

A scale measures the force that the scale exerts on the object; typically this is a __normal force__. The __normal force__ is equal to the weight when the object is at rest. In other words, if you put a weight on a scale, it will exert the same force on that scale as it does on its own weight. However, there are situations in which the __normal force__s are not equal.

For example, suppose that you are standing on one end of a table, and the other end is suspended in the air. The weight of the table can exert a force perpendicular to your body, but it can also exert an equal and opposite force at the opposite end. This is called a moment of inertia. If you were to try to balance the two forces, you would not be able to do so.

You would have to move your feet, which would cause you to lose some of your balance. As a result, your weight would be greater than it would otherwise be. However, in such a situation, the gravity would still be acting on you, so you wouldn’t lose any balance at all.

## When an elevator accelerates downward your weight reading is?

If the elevator accelerates downward, __a is negative__, and the apparent weight is less than the true weight. The apparent weight of the object is greater if the elevator falls freely. In the case of a falling object, the acceleration due to gravity is equal to the difference between the gravitational acceleration at the point of impact with the ground (g) and that at rest (m/s2).

This difference is given by the following equation: Equation (1) is the same as equation (2), except that it takes into account the fact that an object falling from a height of one meter will have a greater acceleration than one falling at a distance of two meters. This is because the force of gravity acting on a moving object will be greater at higher altitudes than it is at lower ones.

Thus, for a two-metre-high object to fall from one kilometre to two metres, it would have to have an acceleration of 1.5 m/sec2, whereas a one-kilometre object would only have had to accelerate by 0.1 m2. The same is true for falling objects of different heights.

## How do you solve an elevator problem in physics?

__For a mass m= kg, the elevator must support its weight = mg = Newtons to hold it up at rest__. The net force is required to accelerate the mass. A support force of F is required. The mass of an object is the sum of its mass and its acceleration. The acceleration of the object can be expressed as the change in acceleration due to gravity.

For example, if you are standing on the surface of a pool, and the pool has a surface area of 1 m², then the gravity is 0.5 g, which is equal to 1/2 m2. Therefore, you can use the following formula to calculate the force needed to lift you off the ground: F = mg/1.2m2 = 1.25 g.

## What will happen to a person’s weight when he is in a moving elevator?

The net acceleration will be zero if the person in the elevator is moving at constant speed. The apparent weight of the person __won’t change__ when he is in the moving elevator. However, when a person is standing still, his weight will change due to the fact that his body is not moving. In this case, he will have a net force on the elevator that is equal to his mass times the acceleration of gravity.

This force is called the gravitational force and it is the force that causes the object to move. The force will increase as the distance between the two objects increases. For example, if you are standing at the end of a long escalator, you will experience a force of 1.5 m/s2 on your body. If you were to stand still for a second, your weight would increase to 2.2 m.

However, as soon as you start moving, this force would decrease to 0.8 m, which means that you would experience an increase in acceleration. As you move further away from the center of mass of an object, its acceleration decreases, and so does its weight.