Distance average velocity2 1 53129

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Distance Average Velocity^2 1 0.13853284 0.9 0.12666481 0.8 0.11235904 0.7 0.09753129 0.6 0.08381025 0.5 0.06911641 0.4 0.05546025 0.3 0.04210704 0.2 0.02805625 0.1 0.01420864 Graph 2. Distance (m) vs. average velocity² (m/s 2 ) based off of figures in Table 1.
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Graph 3. Distance (m) vs. average velocity^1/2 (m/s 2 ) based off figures in Table 1. Graph 4. Distance (m) vs. average velocity^3 (m/s 2 ) based off figures in Table 1. Acceleration of Gravity was calculated by using the proportion h/x=a/g V ^2=2 a x (from slope of V^2) graph a =0.1395/2 = g =8.72 m/s 2
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Summary During this experiment, the speed of a glider was measured through a photo gate from multiple distances to examine the relationship between velocity and distance.The correct kinematic relationship found between distance and average velocity would be average velocity squared, which would show on a graph as a straight line.This explains the kinematic equation V 2 =V 0 2 +2a(X 1 -X 0 ) which shows the relationship between position and velocity. Another reason why average velocity squared was the correct relationship was because the R 2 value was 0.9998 which was the closest value to 1.Finally we found the gravitational acceleration to be 8.72 m/s 2 .
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