Question

michael is a runner. He uses his apple watch to keep track of his distance and the number of calories he burns for 20 runs. a scatterplot of y=calories burned and x=distance shows a fairly strong positive linear relationship. the regression equation y hat=20+160x models the data fairly well. interpret the slope of the regression line

Answer 1

Answer:

I DONT KNOW BRO PLEASE DONT DISTURB

Answer 2

Tip:

• The slope intercept formula of a line is $y=mx+c$ , where $m$ is the slope and $c$ is the point on the y-axis where the line crosses it.

Explanation:

• Given: Michael runs and keep track of his distance, From his watch a plot is being made.
• We have to find the slope of the regression equation.
• We fin this by slope intercept form.

Step

Step 1 of 1:

Given :

The regression equation is $y=20+160x$

This equation can be converted into slope intercept form as:

$y=160x+20$

So, the slope is $160$

Final Answer:

The slope of the regression line is $160$.