What is Free Fall?
significant force acting on it.
Constant Acceleration
g – a constant acceleration due to the attractive force of gravity between an object and the Earth
g = -9.8 m/s²
Free Fall Equations:
Vfy = Viy + gt
Vfy²= Viy²+ 2gdy
dy = Viyt + ½ gt²
Case 1 of Free Fall : An object dropped
Initial Velocity (Viy): Zero, no direction (none).
Final Velocity (Vfy): Increases, negative (downward).
Displacement (dy): Increases, negative (downward).
Acceleration (g): Constant, always negative.
Case 2 of Free Fall: An object thrown downwards
Initial Velocity (Viy): Greater than zero (Viy >0), negative (downward).
Displacement (dy): Increasing, negative (moving downward).
Final Velocity (Vfy): Increasing, negative (speeding up downward).
Acceleration (g): Constant, always negative ().
Case 3 of Free Fall Motion: A.) An object thrown upwards
Initial Velocity (Viy): Greater than zero (Viy > 0 m/s), positive (upward).
Final Velocity (Vfy) (before reaching max height): Decreasing, positive (slowing down while moving up).
Final Velocity at Maximum Height (Vfy max): Zero, no direction (none).
Displacement (dy): Decreasing, positive (moving upward but slowing).
Acceleration (g): Constant, always negative (-9.8 m/s²).
Case 3 of Free Fall Motion: B.) An object thrown upwards then falls
Initial Velocity (Viy max) (at maximum height): Viy max = 0 m/s, no direction (none).
Final Velocity (Vfy) (falling from max height): Increasing, negative (speeding up downward).
Final Velocity (Vfy) (back at starting position): -Viy up, negative (same magnitude as initial velocity, but downward).
Displacement (dy): Increasing, negative (moving downward).
Acceleration (g): Constant, always negative (-9.8 m/s²).