How to Calculate Average Net Force on a Truck with Changing Velocity

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To calculate the average net force on a truck with changing velocity, the truck's mass is 2150 kg, initially traveling at 55.0 km/h (15.3 m/s) and decelerating to 33.0 km/h (9.2 m/s) over 21 seconds. The average net force can be calculated using the formula F = m(v_f - v_i)/t. There is a discrepancy in the initial speed conversion, as one participant initially used 15.8 m/s instead of the correct 15.3 m/s, leading to different force calculations. The correct average net force is confirmed to be 626 N, aligning with the teacher's answer.
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Thanx for everyone who has helped so far.
(This is not homework, I'm doing problems to study for my final that is in less than 3 hours).
This next question I'm having a hard time with is...

A 2150-kg truck is traveling along a straight,level road at a constant speed of 55.0km/h (15.8m/s) when the driver removes his foot from the accelerator. After 21.0 seconds, the truck's speed is 33.0 km/h (9.2m/s). What is the magnitude of the average net force acting on the truck during the 21.0 second interval?

The answer is 626 N but I have no idea on how to get to it.
 
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This is one dimensional movement along a straight line...

v_f = v_i - a * t. where i and f denote initian and final...

just try it and multiply with m to find the force...


regards
marlon
 
Marlon, that doesn't seem right, I keep getting 675 and the answer says its 626 (multiple choice question, closest answer is 626, and teacher said answer is 626)
 
yes, i see your point though i am quite certain of this...

regards
marlon...

perhaps someone else can help...
 
F = dp/dt = m(v_2 - v_1)/ t = 2150kg(9.2m/s - 15.8m/s)/21s ~ 675

675 has to be right. Your book/teacher is wrong :P
 
you have your conversions wrong.. 55 km/h is 15.3 m/s not 15.8 m/s. The rest is correct.
 
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