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The document provides instructional content on using ratio tables, unit rates, and applying ratios to solve various mathematical problems. It includes examples of proportions, exercises for practice, and methods for visualizing ratios through diagrams and graphs. The focus is on understanding how to manipulate ratios and apply them in real-world contexts, such as calculating quantities based on given ratios or scales.

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How to find missing values in a ratio table?

2:03 6:44 So we would need 9 notebooks. And lastly if we have 15 notebooks how many pencils would we need 15 *MoreSo we would need 9 notebooks. And lastly if we have 15 notebooks how many pencils would we need 15 * 4 is 60. We would need 60 pencils. Pretty easy dont you think lets try another.

How do you find the missing term in a ratio?

1:18 6:30 So what number can I divide by two to get five well. I know X divided by R Im sorry ten divided byMoreSo what number can I divide by two to get five well. I know X divided by R Im sorry ten divided by two gives me five we get the same answer either way.

How to do ratios with a table?

Step 1: Draw two columns for the comparison of the given ratio. Step 2: Label the table and input the values in the first row as that is mentioned in the question. Step 3: Determine the mathematical operation and fill in the table. Step 4: Compare the value at the given point and find your answer.

How do you find a missing value in a table of equivalent ratios?

Finding Missing Values in a Table of Equivalent Ratios Step 1: Identify the given ratio in our table. Step 2: Identify what were are multiplying each part of the ratio by for each row. Step 3: Multiply each part of the ratio by the given number to get our new equivalent ratio.

How to find the missing value in a ratio?

0:41 4:26 The first digit. By three to get the equivalent ratio. So if I was to multiply my five times three IMoreThe first digit. By three to get the equivalent ratio. So if I was to multiply my five times three I would end up with 15.. So therefore X equals 15. Lets quickly look at this in another way.