At the moment the sphere leaves the ramp the vertical

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Part (e)Write the kinematic equation for the vertical distance h2traveled by the sphere in terms of the time oftravel ΔT. (Use any variable or symbol stated above along with the following as necessary: gh2=$$12·g·((ΔT)2)Part (f)Use your answers in parts (d) and (e) to get an equation for the velocity v2kinof the sphere (as it leavesthe ramp) in terms of the vertical and horizontal distances h2and dtraveled by the sphere. (Use anyvariable or symbol stated above along with the following as necessary: g.)v2kin=$$d·gh2Finish.)You have completed the problem!Additional MaterialsConservation of Mechanical EnergyAppendix
3.5/5 points | Previous AnswersFor a fixed height h2if you plot v2kinversus d, what kind of curve would you get?(a) As you set up the apparatus, what one adjustment of this set up is crucial for getting gooddata?Additional MaterialsConservation of Mechanical EnergyAppendix4.5/5 points | Previous AnswersConsider the equipment/apparatus you will be using for this lab.
(b) What important precaution should you take for each trial of the experiment?Additional MaterialsConservation of Mechanical EnergyAppendix5.5/5 points | Previous AnswersThe diagram below shows the schematic of the experimental set-up.(a) Identify the rolling object at the beginning of the experiment.

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