- 5,975
- 3,106
One note about this problem for the OP is that it was important that they stated that the container weighed at least 3 grams, because if the container were only about one gram or thereabouts, the mass readings of about 11 grams could have had two marbles each.
This would not affect the slope of the graph, but would simply shift the x-axis, so that the y-axis intercept (at x=0) would be at 1g instead of 6g. (I encourage you to draw the graph=this should then all make sense).
With a container of at least 3 grams, it became clear that there was only one marble for the 11 gram data points.
Looking at the graph (at x=0) is then the simplest way to then get this 6g answer for the mass of the container.
I originally thought that n=2 for this case of 11 grams, but that was my mistake.
This would not affect the slope of the graph, but would simply shift the x-axis, so that the y-axis intercept (at x=0) would be at 1g instead of 6g. (I encourage you to draw the graph=this should then all make sense).
With a container of at least 3 grams, it became clear that there was only one marble for the 11 gram data points.
Looking at the graph (at x=0) is then the simplest way to then get this 6g answer for the mass of the container.
I originally thought that n=2 for this case of 11 grams, but that was my mistake.
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