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What Role Do Multiples Play in Simplifying Ratios Effectively?

Multiples are really helpful when it comes to making ratios simpler. Here's a simple guide on how to do it:

  1. Find Common Multiples: Start by looking for numbers that both parts of the ratio can be divided by. For example, if you have the ratio 6:9, the common number you can use is 3.

  2. Divide by Common Multiples: Next, you take both parts of the ratio and divide them by that common number. So for 6:9, you do 6 ÷ 3, which equals 2. Then, you do 9 ÷ 3, which equals 3. Now you have a simpler ratio of 2:3.

  3. Check for More Simplification: Always see if you can make it even simpler. In this case, 2:3 is already as simple as it gets!

Using multiples makes it easier to handle ratios and understand them better.

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What Role Do Multiples Play in Simplifying Ratios Effectively?

Multiples are really helpful when it comes to making ratios simpler. Here's a simple guide on how to do it:

  1. Find Common Multiples: Start by looking for numbers that both parts of the ratio can be divided by. For example, if you have the ratio 6:9, the common number you can use is 3.

  2. Divide by Common Multiples: Next, you take both parts of the ratio and divide them by that common number. So for 6:9, you do 6 ÷ 3, which equals 2. Then, you do 9 ÷ 3, which equals 3. Now you have a simpler ratio of 2:3.

  3. Check for More Simplification: Always see if you can make it even simpler. In this case, 2:3 is already as simple as it gets!

Using multiples makes it easier to handle ratios and understand them better.

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