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The problem can be solved using calculus.

We want to obtain the maximum of the function h = h(t).

First, we derive h with respect to t,

dh/dt = - 2(16)t + 48 = 48 - 32t

We then equate to zero and solve for t,

48 - 32t = 0

t = 48/32 = 1.5

So, the maximum altitude for the ball is acquire at t = 1.5 seconds.

And the height is,

h = 48(1.5) - 16(1.5) * 2 = 36 ft

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