Those who do not have anyone to help out with the experiment can use data generated...

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Those who do not have anyone to help out with the experiment can use data generated by the professor and continue with the analysis. Experiment Release height (m) (initial height) Time in air (s) (from release to landing) Horizontal distance traveled (m) 1 1.68 m 0.80 s 2.9 m 2 1.75 m 0.92 s 3.3 m 3 1.61 m 0.91 s 3.45 m 4 1.51 m 0.75 s 2.7 m CALCULATION & QUESTIONS: 1. What is the value for the horizontal acceleration vector (direction and magnitude)? 2. What is the value for the vertical acceleration vector (direction and magnitude)? 3. In class, we have studied projectile motion, which is a special case of motion under constant acceleration. Below, give the equations for the displacement and velocity as functions of time for both horizontal and vertical motion. Equation for horizontal position: Equation for horizontal velocity: Equation for vertical position: Equation for vertical velocity: 4. We also discussed an equation that will allow computation of velocity as a function of position in the vertical direction. Write that equation below. Equation for vertical velocity as a function of position: Those who do not have anyone to help out with the experiment can use data generated by the professor and continue with the analysis. Experiment Release height (m) (initial height) Time in air (s) (from release to landing) Horizontal distance traveled (m) 1 1.68 m 0.80 s 2.9 m 2 1.75 m 0.92 s 3.3 m 3 1.61 m 0.91 s 3.45 m 4 1.51 m 0.75 s 2.7 m CALCULATION & QUESTIONS: 1. What is the value for the horizontal acceleration vector (direction and magnitude)? 2. What is the value for the vertical acceleration vector (direction and magnitude)? 3. In class, we have studied projectile motion, which is a special case of motion under constant acceleration. Below, give the equations for the displacement and velocity as functions of time for both horizontal and vertical motion. Equation for horizontal position: Equation for horizontal velocity: Equation for vertical position: Equation for vertical velocity: 4. We also discussed an equation that will allow computation of velocity as a function of position in the vertical direction. Write that equation below. Equation for vertical velocity as a function of position: