Trouble finding Fnet without a known mass for an acceleration. Please assist.

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The discussion centers on calculating the time, acceleration, and net force experienced by a car moving through a muddy area. The car's initial and final velocities, along with the distance of the muddy surface, are provided, allowing for the determination of time and acceleration. However, the net force calculation is problematic due to the absence of the car's mass, which is necessary to apply Newton's second law. Participants express confusion over how to derive the net force without this critical information. The conversation highlights the importance of having all variables, particularly mass, to solve physics problems accurately.
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1. A car is moving to the right with velocity 22.2 m/s when it enters an area having a soft, muddy surface. If the soft surface is only 25.0 m long, but the car slows to 15.3 m/s while going through the muddy area, answer the following:

A) What length of time (in seconds) was the car in the muddy area?

B) What acceleration did the car experience?

C) What was the value of the net force causing the acceleration?




2. 2d/vi+vf=ΔT
a=vf^2-vi^2/2d
Fnet=ma




3. A) ΔT=1.33s

B) a=-5.19m/s

C) Answer is apparently -6220 N but I don't know how to get it.




I have trouble getting C. I don't have a mass so I'm not sure how to find Fnet. I feel like I'm missing a relationship here.
 
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Without the mass you cannot determine the force. Did you leave any information out of the problem statement?
 
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