The graph below shows the sales of a popular song each week it was in a Top 40 song chart.

which statement most accurately describes the slope of the graph

A. The sales increased by 1 hundred thousand every 2 weeks.
B. The sales decreased by 1 hundred thousand every 2 weeks. ***
C. The sales increased by 1 hundred thousand every 3 weeks.
D. The sales decreased by 1 hundred thousand every 3 weeks.

I have a chart with dots going down. A dot is on a line, then one dot is in the middle of a line, a dot is on a line, then one dot is in the middle of a line, etc.

I'm terrible at explaining stuff.

To determine the slope of the graph, you need to analyze the pattern of the dots on the graph. The slope represents the rate of change between two points on the graph.

Based on the information you provided, it seems like the dots are aligned in a descending manner, with a dot on the line followed by a dot in the middle of the line. This suggests that the sales are decreasing over time.

Now, to determine the rate at which the sales are decreasing, you can look at the pattern of the dots. According to your description, the dots are spaced two weeks apart. This means that you will have to compare the sales of the song two weeks apart.

If the sales decreased by 1 hundred thousand every 2 weeks, then the slope would be constant. However, in your description, you mentioned that the dots are on the line and then in the middle of the line, which means the decrease is not constant.

Based on this information, we can conclude that statement B is the most accurate description: The sales decreased by 1 hundred thousand every 2 weeks.