ToughSTEM
Sign Up
Log In
ToughSTEM
A question answer community on a mission
to share Solutions for all STEM major Problems.
Cant find a problem on ToughSTEM?
0

A gun is located at the bottom of a hill of constant slope 0. Show that the range of the gun

measured up the slope of the hill is

$$\frac{2v_0^2cos(α)sin(α-φ)}{gcos^2(φ)}$$

where a is the angle of elevation of the gun, and that the maximum value of the slope range is

$$\frac{v^2_0}{g(1+sin(φ))}$$

Edit
Added Sat, 01 Oct '16
Comment
Add a Comment
Solutions
There are no solutions for this problem on ToughSTEM yet.

Do the community and yourself a solid. After you figure out the answer, post it.
Next time you look up a problem, someone in your position will have posted a solution aswell.

The more solutions we have, the more likely it is users will find us - and add more solutions.
Win, Win.
Add Your Solution!
Close

Click here to
Choose An Image
or
Get image from URL
GO
Close
Back
Add Image
Close
What URL would you like to link?
GO
α
β
γ
δ
ϵ
ε
η
ϑ
λ
μ
π
ρ
σ
τ
φ
ψ
ω
Γ
Δ
Θ
Λ
Π
Σ
Φ
Ω
Copied to Clipboard

Add Your Solution
Sign Up
to interact with the community. (That's part of how we ensure only good content gets on ToughSTEM)
OR
OR
ToughSTEM is completely free, and its staying that way. Students pay way too much already.
Almost done!
Please check your email to finish creating your account!
Welcome to the Club!
Choose a new Display Name
Only letters, numbers, spaces, dashes, and underscores, are allowed. Can not be blank.
Great! You're all set, .
A question answer community on a mission
to share Solutions for all STEM major Problems.
Why
The Purpose
How
The Community
Give Feedback
Tell us suggestions, ideas, and any bugs you find. Help make ToughSTEM even better.