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Answer:

Approximate maximum height is 5 ft


h((18)/(32) )= 5 \ ft

Explanation:


h(t)=-16t^(2) + 18t ---------- (1)

Differentiate equation (1) w.r.t t and equate it to zero (in order to determine maxima)


h^(')(t) = -32t+18


0= -32t+18


t=(18)/(32)

Substitute this value in equation (1)


h((18)/(32) )=-16((18)/(32) )^(2) + 18((18)/(32) )


h((18)/(32) )=-5+ 10


h((18)/(32) )= 5 \ ft

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