I am having trouble solve a beggining question for my physics lab course. I have to dervive a formula for time given the equations in the photo attatched. In this experiment a cannon is being fired at a specified height and angle. To start, the cannon is set to a height of 10m and the angle of the launch being set at 0 degrees. Neglecting air resistance, and assuming that up is the positive y direction, we have thefollowing equations,Horizontal directionax = 0V = Voxx = xo + voxtVertical direction= -9ayVy = Voy - gty = y₁ + voyt - gt²where vox = vo cose and voy vosine. These equations are the same as the ones you learnedin the classroom, and we will use these to analyze our projectile motion laboratory results. 1. We want to investigate the projectile motion when it is launched horizontally (so thatvoy = 0) with varying initial speeds vox from a fixed height above the ground.2. Click on the crosshairs of the cannon and drag it up to a height of 10 m.3. Set the angle to 0°.4. Derive an expression using the space below for the time of flight t for the projectile.

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Answered: I am having trouble solve a beggining…

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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I am having trouble solve a beggining question for my physics lab course. I have to dervive a formula for time given the equations in the photo attatched. In this experiment a cannon is being fired at a specified height and angle. To start, the cannon is set to a height of 10m and the angle of the launch being set at 0 degrees.

Neglecting air resistance, and assuming that up is the positive y direction, we have the
following equations,
Horizontal direction
ax = 0
V = Vox
x = xo + voxt
Vertical direction
= -9
ay
Vy = Voy - gt
y = y₁ + voyt - gt²
where vox = vo cose and voy vosine. These equations are the same as the ones you learned
in the classroom, and we will use these to analyze our projectile motion laboratory results.

1. We want to investigate the projectile motion when it is launched horizontally (so that
voy = 0) with varying initial speeds vox from a fixed height above the ground.
2. Click on the crosshairs of the cannon and drag it up to a height of 10 m.
3. Set the angle to 0°.
4. Derive an expression using the space below for the time of flight t for the projectile.

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