Comparing prices of goods.
Which is cheaper: ten dollars for a ten kilograms or 7.5 dollars for 7 kilograms? The way to answer it is to compare unit prices and these are examples of ratios.
A more complicated situation arises if there is another product costing 8 dollars for 15 pounds (mass, not currency).
Buoyancy is used for many life examples, submarines, swimmers would like to know about it, and the army would use it. Those are some life examples that of real life that buoyancy would be used! Hope this helps!
The equivalent ratios for 67 are 67:1, 134:2, 201:3.
There are no ratios that can be used for triangles that are not similar.
11/1 and -11/(-1) are two examples.
29/1, 290/10 are two examples.
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The ratios are percents, which can be calculated by a punnett square.
Buoyancy is used for many life examples, submarines, swimmers would like to know about it, and the army would use it. Those are some life examples that of real life that buoyancy would be used! Hope this helps!
22/2 and 165/15 are two examples.
Many people use ratios for many reasons in everyday things we preform. Cooking, for example, because you have to measure the ingredients.
The equivalent ratios for 67 are 67:1, 134:2, 201:3.
There are no ratios that can be used for triangles that are not similar.
680/10 and 136/2 are two examples.
11170:10 and 2234/2 are two examples.
16480/2 and 82400/10 are two examples.
11/1 and -11/(-1) are two examples.
29/1, 290/10 are two examples.