Question

henry collected the following data from a random sample.

x	1	3	4	5	6	7	9
y	2	3	5	4	6	5	7

complete the parts below to help henry find a relationship between x and y for his dataset.
(a) to see if there are any trends in the data, henry wants to create a scatter plot. he plotted the first four data points. plot the remaining three data points.
(b) the data seems to have a linear trend. so, henry wants to find a linear equation that could approximately model the data. select \compute\ to

Explanation:

Step1: Identify remaining data points

The remaining points are $(6,6)$, $(7,5)$, $(9,7)$

Step2: Plot points on the scatter plot

• For $(6,6)$: Locate $x=6$ on the horizontal axis, $y=6$ on the vertical axis, mark the intersection.
• For $(7,5)$: Locate $x=7$ on the horizontal axis, $y=5$ on the vertical axis, mark the intersection.
• For $(9,7)$: Locate $x=9$ on the horizontal axis, $y=7$ on the vertical axis, mark the intersection.

Answer:

The remaining three points plotted are:

1. Point at $(6, 6)$
2. Point at $(7, 5)$
3. Point at $(9, 7)$