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(Solved): A cliff diver plunges from a height of 25 ft above the water surface. The distance the diver falls i ...



A cliff diver plunges from a height of 25 ft above the water surface. The distance the diver falls in t seconds is given by the function d(t)=16t^(2)ft. Which equation can be solved for t to find the time (in seconds) when the diver hits the water? 16t^(2)+25=0 16t^(2)=0 16t^(2)+25=-25 16t^(2)=25 16t^(2)-25=25 After how many seconds will the diver hit the water? s Given that the velocity of the diver at time t=a is given by \lim_(h->0)(d(a+h)-d(a))/(h) what value of a (in s ) should be used to calculate the velocity of the diver when they hit the water? a=,s Determine the value of d(a) (in ft ) when the diver hits the water. d(a)=,ftf(t)/(s) f(t)/(s)


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