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https://math.answers.com/math-and-arithmetic/How_do_you_know_how_to_set_up_a_ratio

How do you know how to set up a ratio? - Answers

In general, try to remember to keep your ratios in a form of 'this' to 'that' and 'this' to 'that'. For example, 3 apples : 6 Oranges; 2 apples: 4 oranges. All ratios remain true regardless of which is on "top" (the numerator). It's only important to remain consistent and choose ratios that will be effective for the given problem.



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How do you know how to set up a ratio? - Answers

https://math.answers.com/math-and-arithmetic/How_do_you_know_how_to_set_up_a_ratio

In general, try to remember to keep your ratios in a form of 'this' to 'that' and 'this' to 'that'. For example, 3 apples : 6 Oranges; 2 apples: 4 oranges. All ratios remain true regardless of which is on "top" (the numerator). It's only important to remain consistent and choose ratios that will be effective for the given problem.



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https://math.answers.com/math-and-arithmetic/How_do_you_know_how_to_set_up_a_ratio

How do you know how to set up a ratio? - Answers

In general, try to remember to keep your ratios in a form of 'this' to 'that' and 'this' to 'that'. For example, 3 apples : 6 Oranges; 2 apples: 4 oranges. All ratios remain true regardless of which is on "top" (the numerator). It's only important to remain consistent and choose ratios that will be effective for the given problem.

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      In general, try to remember to keep your ratios in a form of 'this' to 'that' and 'this' to 'that'. For example, 3 apples : 6 Oranges; 2 apples: 4 oranges. All ratios remain true regardless of which is on "top" (the numerator). It's only important to remain consistent and choose ratios that will be effective for the given problem.

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