- #1
F.Turner
- 10
- 0
Homework Statement
A projectile in uniform gravitational field g=-g*j[tex]\hat{}[/tex] with initial location x(t=0)=[tex]_{}x[/tex]o, y(0)=[tex]_{}y[/tex]o show explicitly that the minimum value of radius of curvature [tex]\partial[/tex] of the resulting parabolic trajectory occurs at the apex and equal to ([tex]^{}v[/tex]ox)^2/g
Homework Equations
Dynamic vector kinematics equations
The Attempt at a Solution
I have set up two equations that i believe I will need but still I'm stuck i am not to sure if the route I'm taking is correct. Would like to know what should be the initial setup for this problem.
Last edited: