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The Crayola crayon company can make 2400 crayons in 4 minutes. How many crayons can they make in 15 minutes? To solve this problem we begin by making a table and filling in the given information.
We put "x" under crayons because we don't know how many crayons are made in 15 minutes. Now solve the proportion: $\frac{2400}{x}=\frac{4}{15}$ $x=9000\mbox{ crayons}$ |
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A typist can type 120 words in 100 seconds. At that rate, how many seconds would it take her to type 258 words? To solve this problem we begin by making a table and filling in the given information.
We put "x" under seconds because we don't know how many seconds it takes to type 258 words. Now solve the proportion: $\frac{120}{258}=\frac{100}{x}$ $x=215\mbox{ seconds}$ |
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Example 1 A can of tomato paste weighs 16 ounces and/or 452 grams. This depends on whether you use English measurement or SI.
$\frac{16}{x}=\frac{452}{1000}$ $16\cdot~1000\,=\,452\cdot~x$ $16000\,=\,452\cdot~x$ $35.398\,=\,x$ This means there are about 35.4 ounces in 1 kilogram. |
Example 2 Measuring miles on the ocean (nautical miles) is different from "no If you plan on going 92 statute miles, how many nautical miles would you have to travel?
$\frac{100}{x}=\frac{115}{92}$ $100\cdot~92\,=\,115\cdot~x$ $9200\,=\,115\cdot~x$ $80\,=\,x$ This means there are 80 nautical miles for every 92 statute miles. |
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Duane Habecker, 03/14/2010, Created with GeoGebra
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