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you can use one of the kinematic equations for this v_f = v_i + at where v_f and v_i are the initial and final velocities, a is the acceleration due to gravity (given) and t is the time first solve for t, then we will plug this into another kinematics equation
well is 13 initial?
good, keep going
0.25 final
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0.25 is the mass of the ball. the final velocity is 0 because at the tip top of the curve the velocity reaches 0
so 0.25=13
oh okay
0=13+9.8
don't forget t
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0 = 13 + (-9.8)t (we will use the negative acceleration since the force is downward)
t=1.33
good, now using another eqn delta y = v_i * t + (1/2)(a)t^2 evaluate delta y
8.6
good, so D
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