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Anika    1. A ratio is a comparison of 2 quantities by division. A proportion is an equation stating that 2 ratios are equal using multiplication. 2. The first way to find proportions is to find the GCF of the 2 numbers. Another way is to cross products.                                                                                            

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Anika    1. A ratio is a comparison of 2 quantities by division. A proportion is an equation stating that 2 ratios are equal using multiplication. 2. The first way to find proportions is to find the GCF of the 2 numbers. Another way is to cross products.                                                                                            

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1. Ratios are two quantities by division, proportions are equal fractions.
2. You can simplify or use cross products.

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Ratios are quantities by division, proportions are like equal fractions
Ratios can be written in fraction form and can be found by cross products

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Ratios are two quantities by division,proportions are equal fractions

You can use cross products by  multiplying one of the numerators with  the other fractions denominator,doing the same thing with the other side,get the answers and see if they equal.You can also simplify the fractions.

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1. Ratios are a comparison of two quantities by division that can be written three ways
Proportions are two ratios that are equal

2. One way to find a proportion is to simplify the ratios
The other way is to use cross products

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1.Ratios are two quantities of division. Proportions are two equal ratios.
2.You can use cross products by multiplying the numerator of one fraction and the denominator of a ratio two times and if they are equal, it is proportional. You can also simplify two ratios and if they are the same they are proportional.

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1.Ratios are a comparison of two quantities of division. Proportions are two ratiosthat  are equal.
2. The two ways to find proportions is to use cross products and  simplify the fractions.

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Ratios are a comparison between two quantities done by division. It can be written in three ways.
The two ways to find proportions is...
1) by dividing by the greatest common factor.
2) cross products(cross multiplying).

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1.Ratios are comparisons between 2 quantities by division . Proportions are equations stating that 2 ratios are equal.

2.
A- you can divide it by the GCF.
B- you can use cross products .

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1. A ratio is a comparison of two quantities by division. A proportion is an equation stating that two ratios are equal.
2. You can find out out if its a proportion by using cross products.

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Ratios are two quantities by division
Proportions are 2 ratios that are equal

By using simplification and cross product these two processes are the easiest way to find proportions

When simplifying you use division on the GCF
Between the two ratios

When you use cross products you get the bottom one ratio and the top one on the other ratio.

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1. Ratios are a comparison of two quantities by division. Proportions are equation starting that two ratios are equal.

2. The first way you find a proportion is by simplifying the ratios to simplest form. The second way is by using cross products.

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Ratios compare 2 quantities by division and proportions compare 2 ratios.
The first method is to simplify both numbers and see if they are equal. The second method is to use cross products.

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1. Ratios are a comparison of 2 quantities by division. Proportions are 2 ratios that are equal.
2.One method is cross products, that is multiplying the numerator of one ratio by the denominator of the other and the denominator of the first ratio by the numerator of the second ratio. The second method is to simplify both ratios by dividing by the GCF

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1. The difference between ratios and proportions is a ratio is a comparison and a proportion is two equal ratios.

2. There are two ways to find proportions. The first way is simplify the fractions. The second method is to us e cross products. To use cross products you have to multiply the denominater of each ratio by the numerator of each ratio.

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1. Ratios are 2 quantities by division and porportions are showing if two ratios are equal.
2. The first method is to simplify until both ratios are at its simplest form. The second method is called cross products. You need to multiply the denominator by the numerator of the second ratio and if they are the same they are equal.

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Ratios compare two quantities by division.
Proportions show if two ratios are equal.

You can find the greatest common factor of the numerator and denominator for both ratios. And the second way to find proportions is cross products.

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1. Ratios are a comparison of 2 quantities and proportions are equations stating that 2 ratios are equal.
2. The 2 ways are cross products or divide by GCF.

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ratios compare two fractions by division.

Proportions determine whether two ratios are equal.

One way is to simplify the fraction until they are at the simplest form.
The other way is to cross multiply and then compare.

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1.Ratios compare 2 quantities by using division.Proportions are equations that determine if 2 quantities are equal.
2.To find out if a ratio is a proportion you use the methods:
1)Simplify
2)Cross multiplying

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December 2, 2016
A ratio is a comparison of 2 quantities by division but a proportion states in an equation that 2 ratios are equal.
To find if ratios are proportional you can simplify or use cross products.
Cross products are more commonly used.

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A ratio is a comparison of two quantities by division. Proportions are equations stating that two ratios are equal. To see if two ratios form a proportion, you use cross products or divide by their GCF.

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1. How do ratios and proportions differ?

2. Summarize the two methods for determining whether a pair of ratios can form a proportion?