IM Alg1.3.1 Practice: Two-way Tables

This two-way table shows the results of asking students if they prefer to have gym class in the morning or the afternoon.
[img]data:image/png;base64,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[/img][br][br]How many students participated in the survey?[br]
How many students in grade 8 prefer to have gym in the morning?[br]
How many grade 10 students participated in the survey?[br]
How many students prefer to have gym in the afternoon?[br]
A random sample of adults are asked about their preferences for a first dinner date with someone.
[size=150]Complete the two-way table so that it has the characteristics listed.[br][list][*]122 people responded to the survey.[/*][*]50 of the people who said they order dessert said they also prefer to split the check.[/*][*]68 people prefer splitting the check.[/*][*]56 people prefer to skip dessert rather than ordering one.[/*][/list][/size]
Students in the 7th, 8th, and 9th grade were asked whether they prefer to write in pen or pencil.
[list][*]40 students prefer to write in pen. [/*][*]60 students prefer to write in pencil. [/*][/list]Create values that could represent the number of students in the 7th, 8th, and 9th grade that responded to the survey. 
A recent study observed the number of bike riders ages 0 to 20 that wear helmets.
The results are represented in the table.[br][br][img]data:image/png;base64,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[/img][br][br]Make an observation based on a data value that is not in the table. Explain your reasoning. 
Close

Information: IM Alg1.3.1 Practice: Two-way Tables