An object is dropped from a height of 64 feet above the ground with a constant...

 

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An object is dropped from a height of 64 feet above the ground with a constant wind of 11 miles per hour (16 feet/second) from the north. The location of the object t seconds after being dropped is given by the parametric equations: y(t) = -16t² + 64 x(t) = 16t a) Graph the path of the object beginning at time t = 0. b) * Eliminate the parameter to create a single equation. | c) *If the object is dropped from coordinates (0, 64), when will the object hit the ground, and what will it's coordinates be at that time? An object is dropped from a height of 64 feet above the ground with a constant wind of 11 miles per hour (16 feet/second) from the north. The location of the object t seconds after being dropped is given by the parametric equations: y(t) = -16t² + 64 x(t) = 16t a) Graph the path of the object beginning at time t = 0. b) * Eliminate the parameter to create a single equation. | c) *If the object is dropped from coordinates (0, 64), when will the object hit the ground, and what will it's coordinates be at that time?