Vertical Motion under Gravitational Acceleration The following formulae can be used to calculate velocities and accelerations: π£ = π’ ± ππ‘ 2 π£ = 2 π’ ± 2 ππ π = ut ± 1 2 ππ‘ 2 However in this course we will mainly use the First Principle Formulae g= π£−π’ π‘ π£= π’+π£ 2 π£= π π‘ A ball is thrown straight upward with a velocity of 30 m/s and reaches its maximum height after 3.058 seconds. οΆCalculate the time it takes for the ball to reach the ground from its maximum height. οΆCalculate the velocity of the ball before it hits the ground again. Therefore things to note: The velocity of an object at maximum height is equal to zero ( V = 0, @max height) The time that an object takes to reach its maximum height is equal to the time it takes to drop back to the ground t t ( up = down) The velocity at which an object was thrown upward is equal to the velocity of the object before it hits the ground. ( Uup = Vdown)