KiNGGeexD
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I am a little stumped with this question:( I have attached my solution so far which has just been to deduce the acceleration on the flat surface
The discussion revolves around calculating acceleration on a flat surface, specifically in the context of a car coming to a stop. Participants are exploring the relationships between stopping time, acceleration, and the coefficient of kinetic friction.
The discussion is ongoing, with some participants providing calculations and others seeking clarification on the methods used. There is a recognition of potential errors in initial calculations, and participants are encouraged to show their work for further assistance.
There are mentions of missing information, such as the mass of the car and the initial speed, which are critical for solving the problem. Participants are also navigating the implications of their assumptions regarding these variables.
KiNGGeexD said:View attachment 65423
I am a little stumped with this question:( I have attached my solution so far which has just been to deduce the acceleration on the flat surface
View attachment 65424
You should show us how you get that. What is the initial speed in m/s? Plot speed in m/s vs. time on a graph. What does the area under the graph represent? Work out the formula for that area and express in terms of change in speed and time.KiNGGeexD said:Ahh ok!
I determined the time to stop as 10 seconds and acceleration to be 0.3m/s^2:)
Work it out using m for the car mass. You will see that mass cancels out.So how do I get the kinetic friction coefficient without the mass of the car?
Determine the time it takes to stop. Your calculation of 10 seconds is wrong. How do you determine acceleration from the stopping time and initial velocity?KiNGGeexD said:I got
a= g(sinθ - μcosθ)
But it occurs to me I don't have the acceleration