Graph 1 shows the sales of ice cream, in dollars, at Harry's store for different values of average monthly temperature. Graph 2 shows some additional data points:
If the points shown on graph 2 are included on graph 1, how will the line of best fit for graph 1 be affected?
@Concentrationalizing
The answer choices are It will shift up slightly. It will remain the same. It will shift down slightly. It will shift down considerably. I think it's b
It would only remain the same if graph 2 had the exact same points of graph 1 or if every point on graph 2 had a 2nd point that was the same distance on the other side of graph 1. That may sound a little confusing that last statement, but the idea is that it would not remain the same. Take a look at graph 1 and find some points we dont have to even approximate. I see a point (5,20) on graph 1 (5C = 20 dollars in ice cream), and I also see (10, 30), (15, 40) and so on. So when I look at graph 2, Im going to find those points, (5,20), (10,30), etc, and see if the points on graph 2 are mostly below or above those values.
I have to pack up my laptop and head out now, but hopefully that makes sense. The points on graph are definitely on one side of those guaranteed points I mentioned. It should point you in the right direction. Good luck :)
Thanks!
Join our real-time social learning platform and learn together with your friends!