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Use the simulation to test the equation you derived above for the Range of a projectile when launched horizontally from a given height. What is your predicted range when launching the cannon from a height h=10 m and an horizontal velocity of vy = 18 m/s? Give your answer in units of [m]

Use the simulation to test the equation you derived above for the Range of a projectile when launched horizontally from a given height. What is your predicted range when launching the cannon from a height h=10 m and an horizontal velocity of vy = 18 m/s? Give your answer in units of [m]

College Physics
College Physics
11th Edition
ISBN:9781305952300
Author:Raymond A. Serway, Chris Vuille
Publisher:Raymond A. Serway, Chris Vuille
Chapter1: Units, Trigonometry. And Vectors
Section: Chapter Questions
Problem 1CQ: Estimate the order of magnitude of the length, in meters, of each of the following; (a) a mouse, (b)...
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Use the simulation to test the equation you derived above for the Range of a projectile when launched horizontally from a given height. What is your predicted range when launching the cannon from a height h=10 m and an horizontal velocity of vx = 18 m/s? Give your answer in units of [m]
Transcribed Image Text:Use the simulation to test the equation you derived above for the Range of a projectile when launched horizontally from a given height. What is your predicted range when launching the cannon from a height h=10 m and an horizontal velocity of vx = 18 m/s? Give your answer in units of [m]
Starting from the equation of motion for the final position in the vertical dimension under constant acceleration y = + v0,y t + yo and the definition of velocity in the horizontal dimension x-X0 Ux = 0) x - xo) of a projectile launched horizontally (0 One can find an equation for the Range (R = from a height h=yo What is the correct equation for R. HINT: Solve for time in the first equation and plug on the second. Notice that the final vertical = 0. Also notice that ay = -g 0, vo.y position and initial vertical velocity are both zero, i.e. y = 2 yo OR = Ux yo OR = Yo OR = 2 Ux OR = 2 Ux Yo © R = vzV
Transcribed Image Text:Starting from the equation of motion for the final position in the vertical dimension under constant acceleration y = + v0,y t + yo and the definition of velocity in the horizontal dimension x-X0 Ux = 0) x - xo) of a projectile launched horizontally (0 One can find an equation for the Range (R = from a height h=yo What is the correct equation for R. HINT: Solve for time in the first equation and plug on the second. Notice that the final vertical = 0. Also notice that ay = -g 0, vo.y position and initial vertical velocity are both zero, i.e. y = 2 yo OR = Ux yo OR = Yo OR = 2 Ux OR = 2 Ux Yo © R = vzV
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