Interpret Graphical Displays

Interpreting Graphs

Unit 8 Notes Packet, Last Page

Multiple Choice

Which histogram represents the same data from the circle graph?

Multiple Choice

The amount of items that each student sold for the class fundraiser was recorded.Which stem-and-leaf plot represents the same data represented in the histogram?

Multiple Choice

The height of the students in Mrs. Abel's class were recorded. Which line plot represents the same data shown in the histogram?

Multiple Choice

Elliot says almost everyone arrived at the party after 10:00 P.M., but Nancy thinks most people came earlier. When did a majority of the people arrive? 

• 7:00-7:59 P.M.
• 8:00–8:59 P.M.
• 9:00–9:59 P.M.
• 10:00–10:59 P.M. 

Multiple Choice

In how many games did the team score fewer than 10 points?

• 3
• 5
• 4
• 6

Multiple Choice

Which interval has the greatest number of employees?

• 11-21
• 33-43
• 77-87
• 44-54

Multiple Choice

How many students scored 93% or less?

• 6

• 16

• 14

• 13

Multiple Choice

All 25 students in our class were surveyed about what their favorite food is.  11 students chose pizza. What percentage of the class chose pizza?

• 20%
• 44%
• 15%
• 60%

Multiple Choice

About what percentage of students are 56-59 inches tall?

• 44%

• 12%

• 120%

• 24%

Multiple Choice

What percent of people drink 4-7 cups of coffee per week?

• 44.4%
• 11.1%
• 3%
• 16.7%

Multiple Choice

What percentage of students are between 60 and 63 inches tall?

• 25.9%

• 60%

• 14.9%

• 7%

Multiple Choice

2) Jason represented the values of his 35 baseball cards in a histogram and in a stem-and-leaf plot. Which of these best describes the graph and characteristic that allow Jason to find the median value of his 35 baseball cards?

• A histogram because it lists each value in a set of data.

• A histogram because it shows the frequency of data using intervals.

• A stem-and-leaf plot because it lists each value in a set of data.

• A stem-and-leaf plot because it shows the frequency of data using intervals.

Multiple Choice

The median is

• The distance between the smallest value and the largest value

• Values added & divided by the number of values

• The most frequent value

• The middle when in order

Multiple Choice

Find the median

• 3
• 4
• 5
• 6