Question

Eric is preparing for a regional swim meet that is a month away. He swims the same distance and clocks his best time on several different days. He plots the best time (in minutes) he swam each day as his y-variable and the day he swam it as his x-variable. When he plots his times and finds a line of best fit, he gets the equation y=−0.03x+3.45.
If Eric continues to practice, on the 15th day his best time for the day should be _[blank]_ minutes.


Enter the value that correctly fills in the blank, like this: 42


Do not round your answer.

Answer 1

Answer:

On the 15th day his best time for the day is 3 minutes.

Step-by-step explanation:

The line that best fits is

$y=-0.03x+3.45$

Where $x$ is days and $y$ is time in minutes. So, we have $x=15$, replacing this in the equation and solving for $y$, we have

$y=-0.03(15)+3.45=-0.45+3.45=3$

Therefore, on the 15th day his best time for the day is 3 minutes.