Need help starting a Scientific Investigation Report

AI Thread Summary
The investigation report focuses on Newton's second law, specifically testing the relationship between force and acceleration using a cart on a runway. The experiment involves measuring the cart's acceleration while varying the mass attached via a pulley system. There is confusion regarding graphing the results, particularly with force and acceleration placement on the axes. The correct approach is to plot force on the y-axis as the dependent variable and acceleration on the x-axis as the independent variable. Understanding this relationship is crucial for accurately representing the findings of the investigation.
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Homework Statement



My investigation report concerns Newton's second law and testing it to conclude that the Force is directly proportional to the acceleration.

We measured a cart down a runway with mass increments of 10g per result.

Starting off with 100g attached to the cart via thread (+ pulley), recording that data and then taking off 10g (from the thread) and adding that mass to the cart and recording the result.

After we had recorded all the data (which would eventually end up having 100g on the cart/trolley) we need to then plot a graph.

I am confused with the plotting of the graph because everywhere I look has Force on the y-axis, whereas I need "Newtons" (displayed on my graph as 10^-2N (why?) in the x-axis and acceleration on the y-axis.

Homework Equations



a = 1/m (equals F?)

The Attempt at a Solution

 
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You didn't specify but I assume the data you collected were acceleration measurements?
 
When doing an experiment we normally put the variable that is changed directly by the experimenter on the x-axis.
This variable is called the independent variable. You changed the force directly by transferring the mass from the hanger to the trolley.
The other variable, the dependent variable, the acceleration, was then measured. It changed as a result of you canging the force,
so it is then plotted on the y-axis since it is the dependent variable in your experiment, that is a(F).
Hope that makes it clear :)
 
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