1. The problem statement, all variables and given/known data
A projectile is launched at a 60° angle above the horizontal on level ground. The change in its velocity between launch and just before landing is found to be Δv→ = v→landing _ v→launch = -20 y^ m/s .
What is the initial velocity of the Projectile ?
What is its final velocity just before landing ?
2. Relevant equations
Δv→ = v→landing _ v→launch = -20 y^
m/s .
3.The attempt at a solution
I considered :
Vox + Vfx = 0 and Voy + Vfy = -20
knowing that V²fy - V²oy= -2g (Yf-Yo) But I couldn't go further
1. The problem statement, all variables and given/known data
2. Relevant equations
3. The attempt at a solution
A projectile is launched at a 60° angle above the horizontal on level ground. The change in its velocity between launch and just before landing is found to be Δv→ = v→landing _ v→launch = -20 y^ m/s .
What is the initial velocity of the Projectile ?
What is its final velocity just before landing ?
2. Relevant equations
Δv→ = v→landing _ v→launch = -20 y^
m/s .
3.The attempt at a solution
I considered :
Vox + Vfx = 0 and Voy + Vfy = -20
knowing that V²fy - V²oy= -2g (Yf-Yo) But I couldn't go further
1. The problem statement, all variables and given/known data
2. Relevant equations
3. The attempt at a solution
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