Finding Launch Speed in Projectile Motion: What Equation Should I Use?

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To find the launch speed in projectile motion, the key parameters include the angle of launch, height above the surface, and average horizontal distance traveled. The equation of motion for constant acceleration can be applied, but the lack of known time complicates its use. The trajectory equation may be more appropriate, despite concerns about its applicability due to the launch from a height. Participants are encouraged to consider the degrees of freedom in their calculations to determine the unknown parameters. Suggestions for specific equations to solve the problem are welcomed.
frasifrasi
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Ok, for our lab on projectile (2-d) motion,

We know :

Angle of launcher(little canon) with respect to surface
height of launcher abover surface
average horizontal distance ball traveled at that angle/height
-9.8 gravity force

and are required to find the launch speed. What equation should I use to accomplish that?

Thank you.
 
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The equation of motion.
 
which is...?
 
The equation of motion for constant acceleration a:
\vec x (t) = \vec x (0) + \vec v(0) t + \frac{1}{2} \vec a t^2
 
frasifrasi:

What equation is ALWAYS the basic equation of motion in classical mechanics?
What is that law called?
 
I don't think I have learned that yet. Don't have a known time in our measurements so that equation wouldn't work. Am I supposed to use the trajectory equation? But would it would it work in this case since the launcher was launching the projectile from a table onto the floor?
 
frasifrasi said:
Don't have a known time in our measurements so that equation wouldn't work.
I hadn't told you to use it if it wasn't an equation that helps you solve your problem. Just count the degrees of freedom: How many real-valued parameters are unknown? How many real-valued equations did I give you?
 
yeah, those riddles are helping a lot.
Can anyone comment or suggest an equation?
 
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