Make My Jeopardy

Ratios and Percents Jeopardy

Ratios, unit rates, proportions, discounts, and tips in one review board for 6th and 7th grade. Copy it free and let students buzz in on phones.

6 categories · 30 clues · Final Jeopardy · everyone buzzes in from their phone

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Every clue on this board

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Writing Ratios

  1. $200

    A ratio can be written with a colon, with the word to, or as this.

    What is a fraction?

  2. $400

    A class with 12 girls and 15 boys has this ratio of girls to boys, in simplest form.

    What is 4:5?

  3. $600

    A recipe with 6 cups of flour and 4 cups of sugar has this ratio of sugar to flour, in simplest form.

    What is 2:3?

  4. $800

    Ratios that make the same comparison, like 2:3 and 8:12, are called this.

    What are equivalent ratios?

  5. $1,000

    A team that won 14 games and lost 6 has this ratio of wins to total games played, in simplest form.

    What is 7:10?

Unit Rates

  1. $200

    A car that travels 150 miles in 3 hours is going this speed.

    What is 50 miles per hour?

  2. $400

    Earning 60 dollars for 5 hours of babysitting works out to this pay per hour.

    What is 12 dollars per hour?

  3. $600

    If a 12-pack of juice boxes costs 6 dollars, each juice box costs this much.

    What is 50 cents?

  4. $800

    A runner who covers 400 meters in 80 seconds is running this speed.

    What is 5 meters per second?

  5. $1,000

    If a store sells 5 pounds of apples for 7 dollars, this is the price per pound.

    What is 1 dollar and 40 cents?

Proportions

  1. $200

    A proportion is an equation that says two of these are equal.

    What are ratios?

  2. $400

    In the proportion 3/4 = x/16, this is the value of x.

    What is 12?

  3. $600

    If 2 notebooks cost 5 dollars, then 6 notebooks at the same price cost this.

    What is 15 dollars?

  4. $800

    To solve a/b = c/d, you can set a times d equal to b times c, a method called this.

    What is cross-multiplication?

  5. $1,000

    If 1 inch on a map stands for 25 miles, two towns 3.5 inches apart on the map are this far apart.

    What is 87.5 miles?

Fractions, Decimals, Percents

  1. $200

    Percent means out of this number.

    What is 100?

  2. $400

    This is the fraction 1/2 written as a percent.

    What is 50 percent?

  3. $600

    This is the decimal 0.75 written as a fraction in simplest form.

    What is 3/4?

  4. $800

    This is the fraction 3/5 written as a decimal.

    What is 0.6?

  5. $1,000

    This is the fraction 1/8 written as a percent.

    What is 12.5 percent?

Percent of a Number

  1. $200

    This is 10 percent of 80.

    What is 8?

  2. $400

    This is 50 percent of 64.

    What is 32?

  3. $600

    This is 25 percent of 140.

    What is 35?

  4. $800

    This is 15 percent of 60.

    What is 9?

  5. $1,000

    The number 18 is this percent of 72.

    What is 25 percent?

Real-World Percents

  1. $200

    A 20 percent tip on a 35-dollar dinner comes to this amount.

    What is 7 dollars?

  2. $400

    A player who makes 45 of her 50 free throws has made this percent of them.

    What is 90 percent?

  3. $600

    An 8 percent sales tax on a 25-dollar video game adds this much.

    What is 2 dollars?

  4. $800

    When a ticket price rises from 50 dollars to 60 dollars, this is the percent increase.

    What is 20 percent?

  5. $1,000

    A jacket that costs 80 dollars after a 20 percent discount had this original price.

    What is 100 dollars?

Final Jeopardy — On Sale

A 40-dollar shirt is on sale for 25 percent off. This is its sale price, before tax.

What is 30 dollars?

How to run this board

This board covers the proportional reasoning that runs through middle school math: writing ratios three ways, finding unit rates and best buys, solving proportions, converting between fractions, decimals, and percents, and working percent problems like discounts, tax, and tips.

Calculators or not is the first decision; most of these clues use friendly numbers, so leaving them out keeps the mental math honest. Either way, have every student work each clue on paper, and let a team buzz only once they can show their setup.

The Real-World Percents column is the one students will use outside school. If time is short, play it before the Proportions column rather than after.

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