s of nonlinear relationships: practice\nryan shoots an arrow upwards while he stands on top of a tree house…

s of nonlinear relationships: practice\nryan shoots an arrow upwards while he stands on top of a tree house. the graph shown below traces the path of the arrow while it is in the air, where y is the height of the arrow above the ground, and x is the horizontal distance from the tree house. four stages of the arrows path through the air are marked in the graph below.\nat which stage of the arrows path does the height above the ground change at the slowest rate?\nstage d\nstage b\nstage c\nstage a

s of nonlinear relationships: practice\nryan shoots an arrow upwards while he stands on top of a tree house. the graph shown below traces the path of the arrow while it is in the air, where y is the height of the arrow above the ground, and x is the horizontal distance from the tree house. four stages of the arrows path through the air are marked in the graph below.\nat which stage of the arrows path does the height above the ground change at the slowest rate?\nstage d\nstage b\nstage c\nstage a

Answer

Explanation:

Step1: Recall rate - of - change concept

The rate of change of the height (y) with respect to the horizontal distance (x) is given by the slope of the curve (y = f(x)).

Step2: Analyze slope at each stage

The slope of a curve at a point is the tangent to the curve at that point. A smaller - magnitude slope means a slower rate of change. At stage C, the curve is at its maximum (the tangent line is horizontal), and the slope of the curve is 0. At stages A, B, and D, the slopes are non - zero.

Answer:

stage C