the data reflects the relationship between the number of minutes spent reading (x) and the number of words…

the data reflects the relationship between the number of minutes spent reading (x) and the number of words read (y). how can the slope of the line be interpreted? every 98 words requires 312 minutes to read. every 312 words requires 98 minutes to read. in each additional minute, approximately 98 more words are read. in each additional minute, approximately 312 more words are read.

the data reflects the relationship between the number of minutes spent reading (x) and the number of words read (y). how can the slope of the line be interpreted? every 98 words requires 312 minutes to read. every 312 words requires 98 minutes to read. in each additional minute, approximately 98 more words are read. in each additional minute, approximately 312 more words are read.

Answer

Explanation:

Step1: Recall slope - meaning

The slope of a line in a context of a relationship between two variables (here $x$ - time in minutes and $y$ - number of words) represents the rate of change of the dependent variable ($y$) with respect to the independent variable ($x$).

Step2: Analyze the variables

In the relationship between the number of minutes reading ($x$) and the number of words read ($y$), the slope is the change in the number of words read per unit - change in the number of minutes.

Step3: Interpret slope

A positive slope means that as the number of minutes ($x$) increases, the number of words read ($y$) increases. The slope tells us how many more words are read for each additional minute.

Answer:

In each additional minute, approximately 98 more words are read.