1.
Pick two data points from what you collected and use the two points to determine the rate of change of volume per second or the gradient.
2.
Choose two more pairs of points and repeat the process. Are the three gradients different? Comment.
3.
Determine the rate of change of volume per second using the average of three gradients you have found.
4.
What is the independent variable and dependent variable?
5.
Construct a linear function to represent the situation.
6.
Graph the linear function, clearly labelling each axis. Which axis does the independent variable go on? Which axis does the dependent variable go on?
7.
What is the y-intercept of your graph? Explain why this makes sense in the context of the experiment.
8.
Would the graph look the same if you had begun the experiment with some water already in the measuring cup? If not, how would it have changed?