A diver leaps from a 3 meter springboard. His feet leave the board at time !=...

 

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A diver leaps from a 3 meter springboard. His feet leave the board at time != 0, he reaches his maximum height of 4.5 m at t= 1 seconds, and enters the water at = 2.73. Once in the water, the diver coasts to the bottom of the pool (depth 3.5 m), touches bottom at f= 4.73 (2 seconds later), rests for one second, and then pushes off the bottom. From there he coasts to the surface, and takes his first breath at t = 6.73. Let s(t) denote the function that gives the height of the diver's feet (in meters) above the water at time t. (Note that the height of the bottom of the pool is 3.5 meters.) Sketch a carefully labeled graph of s(t) on the provided axes below as well as a second graph for the velocity. Graph for s() 6- Clear All Draw: tots B A diver leaps from a 3 meter springboard. His feet leave the board at time != 0, he reaches his maximum height of 4.5 m at t= 1 seconds, and enters the water at = 2.73. Once in the water, the diver coasts to the bottom of the pool (depth 3.5 m), touches bottom at f= 4.73 (2 seconds later), rests for one second, and then pushes off the bottom. From there he coasts to the surface, and takes his first breath at t = 6.73. Let s(t) denote the function that gives the height of the diver's feet (in meters) above the water at time t. (Note that the height of the bottom of the pool is 3.5 meters.) Sketch a carefully labeled graph of s(t) on the provided axes below as well as a second graph for the velocity. Graph for s() 6- Clear All Draw: tots B