Calculating Force to Accelerate 6.3 kg Object at 44 m/s in 35s

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To calculate the average force exerted on a 6.3 kg object accelerated from rest to 44 m/s in 35 seconds, the correct approach involves using the kinematic equation to find acceleration. The acceleration is determined by dividing the change in velocity (44 m/s) by the time (35 s), resulting in approximately 1.257 m/s². Applying Newton's second law, F = ma, the average force is then calculated as 6.3 kg multiplied by 1.257 m/s², yielding an average force of about 7.92 N. The initial misunderstanding involved incorrectly applying the formula for gravitational force instead of the appropriate kinematic equations. The final answer confirms the correct calculation of the average force.
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A 6.3 kg object is accelerated from rest to speed at 44 m/s in 35s.
What average force was exerted on the object during the period of acceleration?
Answer in units of N.

i did f=mg
so f=61.75
then i divided by 35 and i got 1.764 N.
is that correct?
whats the velocity for then?

Thank you!
 
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Hi Ronaldo21, welcome to PF.
F = mg is for freely falling body. You cannot use that formula here.
Select the kinematic equation which contain initial velocity, final velocity, time and acceleration. And find the acceleration.
 
Think about what equation you used. What does gravity, g, have to do with this? Then how would you divide a force by a time to return a force?

To get to the answer, think about what is the definition of a force and an acceleration?
 
OHH so i use a=(vf-vi)/change in time then??
 
Yes, that gives you an acceleration. Then you know that F = ma, so you are one small step from finding the average force.
 
oh okay i get it now.
so i basicaly do 44/35 and get 1.25714
then use f=ma so 6.3 times 1.25714 and get 7.92 right?
 
Yup, you got it.
 
Thank you! :d
 
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