scatterplot with the ages 0-60 on the x-axis, and credit card debt from$0-$10,000 on the y-axis. There are 13 ordered pairs in the scatter plot. The location of the ordered pairs are (18, $61,000), (20, $3,900), (23, $5,900), (24, $4,100), (28, $8,050), (33, $7,000), (35, $2,500), (38, $7,700), (40, $9,800), (41, $6,200), (47, $7,900), (50, $9,000), and (58, $7,800).

Question

scatterplot with the ages 0-60 on the x-axis, and credit card debt from$0-$10,000 on the y-axis. There are 13 ordered pairs in the scatter plot. The location of the ordered pairs are (18, $61,000), (20, $3,900), (23, $5,900), (24, $4,100), (28, $8,050), (33, $7,000), (35, $2,500), (38, $7,700), (40, $9,800), (41, $6,200), (47, $7,900), (50, $9,000), and (58, $7,800).

Question
Use the scatter plot diagram to answer the question.
How many people are presented on the scatter plot?
(1 point)
Responses

60
60

35
35

13
13

27
27

Answer 1

There are 13 people presented on the scatter plot.

Answer 2

The correct answer is 13. There are 13 ordered pairs given in the scatter plot.

Answer 3

To answer the question, we need to count the number of ordered pairs on the scatter plot. Each ordered pair represents a person's age and credit card debt. We are given that there are 13 ordered pairs in the scatter plot. Therefore, the answer is 13 people are presented on the scatter plot.

So, the correct response is: 13