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JUST ANSWER e, f, g Thank you! 2m, L 2 h m (a) Derive an expression for the angular speed w of the block-rod system
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2m, L 2 h m (a) Derive an expression for the angular speed w of the block-rod system immediately after the collision. BIUXXOCOEEO 0 / 10000 Word Limit (b) Show that the change in height h of the bottom of the rod can be given by the equation h = Sum 20g BIUXXOCOEEO 0 / 10000 Wo.(c) Derive an expression for the mechanical energy dissipated during the collision. BIUXXOCOEEO ? 0 / 10000 Word Limit Student use the setup to determine an experimental value for the acceleration due to gravity g. The students use a block of mass 500 g and a rod of mass 1.0 kg and length 1.0 m. For each trial, the rod is set in its vertical position, and the block is launched toward it. The speed of the block is varied for each trial, and the height h is measured. The data are shown in the chart below. v(m/s) 1.5 2 2.5 3 h(m) 0.015 0.034 0.060 0.096 0.138 (d) Which quantities should be graphed on the vertical and horizontal axes to yield a straight line whose slope could be used to calculate a numerical value for the acceleration due to gravity g ? Use the remaining rows in the table above, as needed, to record any quantities that you indicated that are not given.(e) Plot the experimental data for the quantities indicated in part (d) on the graph below. Clearly scale and label all axes including units, if appropriate. Draw a straight line that best represents the data. B JUX X2 3 CQ : 1 09 0 / 10000 Word L (f) Using your straight line, determine an experimental value for g.(f) Using your straight line, determine an experimental value for g. JU X X2 3 C 2 3 13 09 0 / 10000 Word Limit (g) A new block of mass m is used. This block is made of a material that makes an elastic collision with the rod when the block and rod collide. Will the height h increase, decrease, or stay the same? Increase Decrease Stay the same Justify yourStep by Step Solution
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