Use the table to answer the question.
Quarts of Red Paint Quarts of Yellow Paint Totals
3 2 5
21 14 35
A ratio table is given showing quarts of red and yellow paint. What is an equivalent part-to-part-to-whole ratios in a three-column table?
(1 point)
Responses
10:15:25
ratio of 10 to 15 to 25
22:23:45
ratio of 22 to 23 to 45
23:22:45
ratio of 23 to 22 to 45
15:10:25
ratio of 15 to 10 to 25
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The equivalent part-to-part-to-whole ratio in a three-column table is 15:10:25 ratio.
To find an equivalent part-to-part-to-whole ratio in a three-column table, we need to find a ratio that maintains the same relative proportions as the given ratio.
In the given ratio table, the ratio of quarts of red paint to quarts of yellow paint to the totals is 3:2:5.
To find an equivalent ratio, we can multiply or divide all parts of the ratio by the same number.
In this case, if we multiply all parts of the ratio by 5, we get:
(3 * 5) : (2 * 5) : (5 * 5)
= 15 : 10 : 25
Therefore, the equivalent part-to-part-to-whole ratio in a three-column table is 15:10:25.
To find an equivalent part-to-part-to-whole ratio, we need to compare the quarts of red paint, quarts of yellow paint, and the total. Based on the given table, the quarts of red paint are 3 and the quarts of yellow paint are 2. The total is given as 5.
To create an equivalent ratio, we can multiply all the values by the same factor. Let's use a factor of 5 in this case.
Multiplying the quarts of red paint by 5, we get 3 * 5 = 15. Similarly, multiplying the quarts of yellow paint by 5, we get 2 * 5 = 10. And multiplying the total by 5, we get 5 * 5 = 25.
Therefore, an equivalent part-to-part-to-whole ratio in a three-column table would be 15:10:25.