Projectile Motion Problem Solving with Equations and Help from Experts

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SUMMARY

The discussion centers on solving a projectile motion problem using derived equations. The user, Anders, presents equations related to height and slope at time t, specifically U=(H3-H4)/(d4-D4) and -0.5gt² + vsin(θ)t = -u*3cos(θ)vt. The equations aim to analyze the motion under gravitational influence, but Anders expresses difficulty in applying them effectively. The conversation also highlights the importance of clarity in sharing problem statements and solutions, as noted by another user regarding the use of thumbnails.

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Phunee
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Hi, I am having problems solving the last problem(see attached files), i have derived these equations which i thought should would help me solve the problem but i seem to be stuck.

U=(H3-H4)/(d4-D4)

Height at t

h and H3 are the same so i set H(initial)=0

-0,5gt^2+vsin(θ)t=-u*3*cos(θ)vt

Slope at t

-gt+vsin(θ)=uvcos(θ)

All help is appriciated

Anders.
 

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Phunee said:
-0,5gt^2+vsin(θ)t=-u*3*cos(θ)vt
.
How do you get that equation? Why does it matter what the speed is after clicking (other than that it has enough impetus to break the window)?
 
Phunee said:
Hi, I am having problems solving the last problem(see attached files), i have derived these equations which i thought should would help me solve the problem but i seem to be stuck.

U=(H3-H4)/(d4-D4)

Height at t

h and H3 are the same so i set H(initial)=0

-0,5gt^2+vsin(θ)t=-u*3*cos(θ)vt

Slope at t

-gt+vsin(θ)=uvcos(θ)

All help is appriciated

Anders.

Please do not post thumbnails; I could not read your solution on some media!

On the computer I am using now it is readable, but it is so simple you should have just typed it our directly. Read the 'pinned' thread 'Giudelines for students and helpers" by Vela, which discusses why thumbnails should be avoided if possible. (They are OK for things like diagrams from books and papers, etc., but should not be used for things like problem statements and/or written solutions.)
 

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