A stone is thrown upward from the edge of a cliff, reaches its maximum height, and then falls down into the valley below. A motion diagram for this situation is given , beginning the instant the stone leaves the thrower's hand. Construct the corresponding motion graphs taking the acceleration due to gravity as exactly 10 rm m/s^2 . Ignore air resistance. In all three motion graphs, the unit of time is in seconds and the unit of displacement is in meters. In plotting the points, round-off the coordinate values to the nearest integer.

Construct a graph corresponding to the stone's vertical displacement, y(t).

Construct a graph corresponding to the stone's vertical velocity, v_y(t).

Construct a graph corresponding to the stone's vertical acceleration, a_y(t).