00:01
In this problem, we are given a graph of the average acceleration as a function of time, and the average force of the function of time, and we are given the uncertainty.
00:10
So the average acceleration is reading off the graph.
00:13
So this is slightly problematic.
00:14
It's hard to read.
00:15
But i believe the average acceleration is minus 9 .975 plus minus 0 .0 .704 meters per second squared.
00:32
And the average force is given by the average force.
00:38
0 .466 newton plus or minus 0 .07 newton.
00:52
So we really want to match our digits here.
00:56
Use correct reporting rules.
00:58
So three significant digits on our force means three significant digits on uncertainty.
01:02
Oh, vice versa.
01:04
Three significant digits in uncertainty means three significant digits in our force.
01:10
Same thing for here.
01:16
And now with this, we want to find the mass.
01:18
So we recall that f is equal to m .a.
01:27
And that's going to be the relationship between our force and our acceleration.
01:30
So we can solve for the mass, given the average acceleration and average mass.
01:34
Excuse me an average force.
01:35
So the average mass, or the approximate mass, will be given by f over air...