PhET simulation Ram p: Forces and Motion and click "Run Now '. You WI place a crate at the top of a ramp slide down . The simulation is at http://phet.colorado.edu/en/simulation/ramp-forces-and-motion. Set =03 , g=9.8m /s2. Nlll test the relationship between the mass of an object and how far that object slides off the end of the a testable hypothesis in the form "lfthe mass of an object (blank), then the distance it slides from the fa ramp will (blank) because...." lOP 3 PFOCEdUTE to test your hVPOth95l5- Be careful to control all parameters you don't want to change as coefficient of friction, starting point on the ramp, etc. Your procedure should be specific enough so that Ier physics student could duplicate your experiment. a graph of your independent and dependent variables. Use the curve fit function of your graphing am to determine a model for the relationship. a free body diagram (or diagrams) to support what you graphed. he appropriate kinematics formulas and Newton's 2"d law 0f motion to derive 3 general formula relating Jject's mass (m) and the distance it slides (d). a conclusion comparing your actual data with the equation you derived. will test the relationship between the angle of the ramp and how far an object slides off the end of the a testable hypothesis in the form "If the angle ofthe ramp (blank), then the distance it slides from the fa ramp will (blank) because...." lOP 3 PFOCEdUTE to test your hVPOth95l5- Be careful to control all parameters you don't want to change as coefficient of friction, starting point on the ramp, etc. Your procedure should be specific enough so that Ier physics student could duplicate your experiment. a graph of your independent and dependent variables. Use the curve fit function of your graphing am to determine a model for the relationship. a free body diagram (or diagrams) to support what you graphed. he appropriate kinematics formulas and Newton's 2"d law 0f motion to derive 3 general formula relating 1g|e (either 3 or sinB ) and the distance it slides (d). a conclusion comparing your actual data with the equation you derived. M the results of either one of your experiments would differ it was done on either the Moon or Jupiter. prediction by rerunning the experiment on either the Moon or Jupiter (by adjusting g accordingly). Submit iction, your new data table, and your conclusion on the effect of gravity on the distance