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Newton's first law:

Force = Mass * Acceleration

Rearrange:

Acceleration = Mass/Force

And now to add numbers:

Acceleration = 2 Kg/40N

Cancels down to 1/20

Which gives: 0.05 m/s^2

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13y ago
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12y ago

We know that :

Force=mass*acceleration

acceleration=force/mass

Given data:

mass=2kg

force=2N

To find acceleration:

putting values in the formula,

acceleration=force/mass

a=2N\2Kg

acceleration=1 m/s^2

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14y ago

by newton's 2nd law, force= mxa

10N=2kgxa

a=5 m/sec2

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14y ago

1m/s^2 is the acceleration

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9y ago

10 meters per second squared.

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13y ago

a=F/m

a=4/2

a=2 N/kg

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12y ago

The acceleration a= F/m= 2N/2kg= 1 m/s2 .

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9y ago

1m/s^2

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13y ago

20 m/sec

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Anonymous

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4y ago

37N

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Q: What would be the acceleration of a 2 kg box acted on by a net force of 2 N?
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Continue Learning about General Science

How many newtons is 3000 pounds?

For an object experiencing a constant net force, Newton's Second Law of Motion can be used to obtain the equationF = ma,where F is the net force, m is the mass of the object and a is the acceleration of the object due to the net force, F. Rearranging the equation for acceleration and substituting in the mass of the box and the net force acting on it givesa = 900N/300kga = 3ms-2.


If an object has a mass of 20 kg what is the force of gravity acting on it on earth?

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A force is exerted on a box and an equal and opposite force is exerted by the box is an example that explains Newton's second law of motion. It states that for every action, there is an equal and opposite reaction.


What must happen in order for motion to occur?

I think there has to be a net force applied to the object in order for it to move. An example would be a box sitting on the ground. There is always gravity acting on the box, pushing it down, but there is also a force called the Normal force, applied by the ground on the box pointing up against gravity. These 2 forces, gravity and normal, cancel each other out perfectly, therefore the box does not move either up or down, it is stationary. Now if a person goes up to one side of the box, and pushes it horizontally, the box may begin to move if the force applied is greater than the friction between the box and the ground (i forget the name of the specific friction involved). As the box moves, there is also a constant friction between the box and the ground that pushes back against the direction of motion of the box. This friction would cause the box to stop moving once the person stops pushing, preventing the box from sliding on forever. ( i know some parts are vague in this, and im open to criticisms and corrections :P )


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What are the examples of Isaac Newton's second law of motion?

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What is the coefficient of friction if a box weighting 150 N with force pullin at a steady rate of 78 N?

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