$s ( t )$ is the position of a body moving along a coordinate line, where $t \geq 0$, and $s ( t )$ is measured in feet and $t$ in seconds.
$$s ( t ) = - 3 + 2 t - t ^ { 2 }$$
a. Determine the time(s) and the position(s) when the body is stationary.
b. When is the body moving in the positive direction? In the negative direction?
c. Sketch a schematic showing the position of the body at any time $t$.

Question

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The Answer of $s ( t )$ is the position of a body moving along a coordinate line, where $t \geq 0$, and $s ( t )$ is measured in feet and $t$ in seconds.
$$s ( t ) = - 3 + 2 t - t ^ { 2 }$$
a. Determine the time(s) and the position(s) when the body is stationary.
b. When is the body moving in the positive direction? In the negative direction?
c. Sketch a schematic showing the position of the body at any time $t$.

s(t)s ( t )s(t) Is the Position of a Body Moving Along a Coordinate

$s ( t )$ Is the Position of a Body Moving Along a Coordinate