Recall that the player’s height above the floor is given by h = Vt − 16t2, where h is in feet and t is in seconds, and V is the upward velocity at takeoff. Show that when t = V/64, the height will be exactly ¾ of the maximum (t= V/32) **this shows that ¼ of the vertical distance is covered in the middle half of the curve
Recall that the player’s height above the floor is given by h = Vt − 16t2, where h is in feet and t is in seconds, and V is the upward velocity at takeoff. Show that when t = V/64, the height will be exactly ¾ of the maximum (t= V/32) **this shows that ¼ of the vertical distance is covered in the middle half of the curve
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Recall that the player’s height above the floor is given by
h = Vt − 16t2, where h is in feet and t is in seconds, and V is the upward velocity at takeoff.
- Show that when t = V/64, the height will be exactly ¾ of the maximum (t= V/32) **this shows that ¼ of the vertical distance is covered in the middle half of the curve
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