2 answers:
Maximum height is at dH/dt=0
H= -16T^2+80T+5
dH/dt=-32T+80
-32T+80=0
32T=80
T=2.5s when height is max
Hmax=-16(2.5)^2+80*2.5)+5
=105ft
catching the ball at 5' means solve for T at H=5
H= -16T^2+80T+5=5
-16T^2+80T=0
-16T(T-5)=0
so T=0 cannot be the ans or T=5s
<span>H= -16T^2+80T+5 so its vertex is at T=b/2a=80/(2*(-16))=2.5 H(2.5)=-16*2.5^2+80*2.5+5=105 last one H=5 </span>-16T^2+80T+5=5 -16T^2+80T=0 T=0 when ball is thrown or T=5 when it is caught
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