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Height ... sqrt(h) ... Displacement ... time ... average Velocity ... cm h sqrt(cm) sqrt(h) cm d sec t cm/s 1 ... 26.5 5.15 15
Height ... sqrt(h) ... Displacement ... time ... average Velocity ... cm h sqrt(cm) sqrt(h) cm d sec t cm/s 1 ... 26.5 5.15 15 0.0667 225 2 ... 24.0 4.90 15 0.0708 212 3 ... 21.3 4.62 15 0.0750 200 4 ... 18.5 4.30 15 0.0972 189 5 ... 15.6 3.95 15 0.0875 171 6 ... 13.7 3.70 15 0.0917 164 7 ... 10.6 3.26 15 0.1042 144 8 ... 7.8 2.79 15 0.1208 124 9 ... 5.3 2.30 15 0.1458 103 10 ... 3.0 1.73 15 0.2000 75.0average Velocity (cm/s) 250 200 150 100 50 average Velocity vs Height v : 13.7 E + average Velocity : 164 cm/s I average Velocity : 152.364 cm/s 10 15 20 Height (cm) 25 2. Based on your answer above, create a calculated column in your data table so that you create a linear relationship. Use the linear regression tool to nd the equation for your relationship. Write your equation in the space below, Hint: your equation should show velocity, v as a function of release height, h. 50 it should be of the form 'U(h) BIQ $55 I" ' III E
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