To get a graph of our situation we will need some data points. First measure a string at 6 inches. And pull the weight back at 45 degrees. Be ready with a timer and record the time it takes for 10 full swings (back and forth). Record the data and repeat 4 more times. After recording all 5 data pieces find the average of those and plot your point on the graph below. Repeat the process for all 6 measurements. Length of String Trial 1 Trial 2 Trial 3 Trial 4 Trial 5 Average time 6 inches 12 inches 18 inches 24 inches 30 inches 36 inches Graph the data with length of pendulum on the x-axis and average time on the y-axis. III. Equation What is the general shape of the graph? What is the function best describes this graph? Using desmos.com, plot the points on the graph by entering the points as an ordered pair. See below for an example. + (6,10) Label: A AA (6, 10) -10- -5- 0 5 10 After entering all of the points try different forms of your function to get the curve that best fits the data points. Enter the equations that you tried below along with the rationale on why you might have changed any numbers. IV. Predictions and Conclusion Using your equation, predict the length of time it will take for the world's longest pendulum to swing 10 times. In this lab we ignored several variables that might affect our results. List at least three issues, including the issue of making the prediction.