a weatherman collected data on snow accumulation. a line of best fit was computed. the equation for the line…

a weatherman collected data on snow accumulation. a line of best fit was computed. the equation for the line is: y = 1.5x + 0.125. which best interprets the slope of the linear model? a the snow is accumulating at 1.5 inches every hour. b the snow is accumulating at 1 inch every 1.5 hours. c the snow is accumulating at 1 inch every 0.125 hours. d the snow is accumulating at 1.5 inches every 0.125 hours.

a weatherman collected data on snow accumulation. a line of best fit was computed. the equation for the line is: y = 1.5x + 0.125. which best interprets the slope of the linear model? a the snow is accumulating at 1.5 inches every hour. b the snow is accumulating at 1 inch every 1.5 hours. c the snow is accumulating at 1 inch every 0.125 hours. d the snow is accumulating at 1.5 inches every 0.125 hours.

Answer

Explanation:

Step1: Recall slope - intercept form

The equation of a line is $y = mx + b$, where $m$ is the slope and $b$ is the y - intercept. In the given equation $y = 1.5x+0.125$, the slope $m = 1.5$.

Step2: Interpret the slope in context

In a linear model for snow - accumulation where $x$ represents time in hours and $y$ represents total snow accumulated in inches, the slope represents the rate of change of the amount of snow with respect to time. So, for every 1 - unit increase in $x$ (1 hour), $y$ (total snow accumulated) increases by 1.5 units (1.5 inches).

Answer:

A. The snow is accumulating at 1.5 inches every hour.