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The table below shows what 300 Boxer students ate for lunch on Friday. Whatis the ratio of the number of students who ate hot dogs to the number ofstudents who did not eat hot dogs?Food Soup Pizza Salad HotdogNumber of students 60 120 30 903Ο Α.लाच3B.7O c.310ODD.34O E.OEOFO F.103

The table below shows what 300 Boxer students ate for lunch on Friday. Whatis the-example-1
User Mailerdaimon
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1 Answer

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1 vote

Solution

- The question tells us to find the ratio of people who ate hot dogs to those who did not eat hot dogs.

- The formula for this ratio is:


\frac{\text{Number of people who ate hot dogs}}{\text{Number of people who did not eat hot dogs}}

- When we read the table, we observe that the Number of People that ate hot dogs is 90.

- Also, if we read the table, we find that the people that did not eat hot dogs ate Soup, Pizza, and Salad.

- Thus, the number of people that did not eat hot dogs is


60+120+30=210

- Now, we have everything we need to calculate our ratio.

- The ratio of those who ate hotdogs to those that did not is given below:


\frac{\text{Number of people who ate hot dogs}}{\text{Number of people who did not eat hot dogs}}=(90)/(210)=(9)/(21)=(3*3)/(3*7)=(3)/(7)

Final Answer

The ratio of those who ate hotdogs to those that did not is


(3)/(7)\text{ (OPTION B)}

User Matthew Marichiba
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