A shorter equation that helps determine the range (R = xo) of a projectile is equation 3.71 in the OpenStax textbook: vi sin 200 R %3D Following the definitions of direct and inverse proportionality earlier, discuss why this equation shows that your answers for initial velocity and gravity are correct. * Note that this range equation only works if yo = yr Because of air resistance

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I did a lab based Projectile Motion and they ask me this question

Following the definitions of direct and inverse proportionality earlier, discuss why this equation shows that your answers for initial velocity and gravity are correct.

* Note that this range equation only works if y0 = yf

I think is because of the no air resistance but im not sure can you help me this one I don't want to know if I'm right or wrong?

A shorter equation that helps determine the range (R = xo) of a projectile is equation 3.71 in the
OpenStax textbook:
vi sin 200
R
%3D
Following the definitions of direct and inverse proportionality earlier, discuss why this equation shows
that your answers for initial velocity and gravity are correct.
* Note that this range equation only works if yo = yr
Because of air resistance
Transcribed Image Text:A shorter equation that helps determine the range (R = xo) of a projectile is equation 3.71 in the OpenStax textbook: vi sin 200 R %3D Following the definitions of direct and inverse proportionality earlier, discuss why this equation shows that your answers for initial velocity and gravity are correct. * Note that this range equation only works if yo = yr Because of air resistance
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