The maximum height of the ball during parabolic motion is 94.864 m.
We need to know about the parabolic motion to solve this problem. Parabolic motion is an object's motion under acceleration with an initial angle of elevation. It should follow the rule
vx = vo . cosA
vy = vo . sinA
tmax = vy / g
ymax = vy² / 2g
where vx is horizontal velocity, vy is vertical velocity, vo is initial velocity, A is angle of the projectile, g is gravitational acceleration, tmax is maximum interval time and ymax is maximum height.
From the question above, the given parameters are
g = 9.8 m/s²
xmax = 64 m
tmax = 4.4 s
Find the relationship between maximum height and maximum time
ymax = vy² / 2g
ymax = tmax² . g / 2
ymax = 4.4² . 9.8 / 2
ymax = 94.864 m
Find more on the parabolic motion at: https://brainly.com/question/1259873
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