What is the Mass of a Block of Ice Given a Constant Force and Displacement?

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A constant force of 75 N is applied to a block of ice moving 12 m in 3 seconds on a frictionless surface. To find the mass, the correct approach involves using kinematic equations to first determine acceleration. The initial velocity is zero, and the average velocity can be calculated to find the final velocity. After calculating acceleration, it can be used in the formula F = ma to solve for mass. The discussion highlights the importance of using the correct kinematic equations for accurate calculations.
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Homework Statement



A Constant force of 75 N is applied horizontally to a block of ice on a horizontal plane. Friction is negligible. The block moves 12 m in the first 3 seconds. Find Mass in kg of block.

Homework Equations



F=m*a

m=F/a

The Attempt at a Solution



Having trouble finding acceleration. I took 12m/3s to find the velocity, then velocity over time to give acceleration. I came up with 1.3 but this appeared to be incorrect. Help with the proper finding of acceleration would be great.
 
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is the answer 28.12 Kg?
 
MissKaylaPaige said:

Homework Statement



A Constant force of 75 N is applied horizontally to a block of ice on a horizontal plane. Friction is negligible. The block moves 12 m in the first 3 seconds. Find Mass in kg of block.

Homework Equations



F=m*a

m=F/a

The Attempt at a Solution



Having trouble finding acceleration. I took 12m/3s to find the velocity, then velocity over time to give acceleration. I came up with 1.3 but this appeared to be incorrect. Help with the proper finding of acceleration would be great.

If the block starts from rest, the initial velocity is zero. So if you know the distance, time and initial velocity, which kinematic equation will give you acceleration?
 
Ahh yes it is, could you tell me what you did to get the acceleration?
 
Ahhh I didn't even look at the kinematic equations. I will do that.
 
If it starts from rest you know:

- V1=0
- V2=?
- Displacement=12m
- Time=3s

To get V2 we use the equation that relates all our known variables. This equation is; Delta D={(v1+v2)/2}* Delta Time

After you find V2 use the equation A= (V2-V1)/Delta Time to find acceleration. From there plug A into Fnet=ma and find mass.
 
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Awesome, that all works, thanks :)
 
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