Make Tables of Equivalent Ratios Practice Complete this assessment to review what you’ve learned. It will not count toward your grade. 4 of 54 of 5 Items Question Use the table to answer the question. Red Crayons Pink Crayons 1 4 For every 1 red crayon in a box there are 4 pink ones. Make a ratio table to determine how many pink crayons are in the box if there are 5 red ones in the box. (2 points) Red Crayons Pink Crayons 1 4
Red Crayons Pink Crayons
1 4
5 ?
To find the missing value, we can use the ratio 1 red crayon to 4 pink crayons. Since there are 5 red crayons in the box, we can multiply 5 by the ratio to find the corresponding number of pink crayons.
5 * 4 = 20
Therefore, there are 20 pink crayons in the box if there are 5 red ones.
To determine how many pink crayons are in the box if there are 5 red ones, we can set up a ratio table.
Start with the given information: for every 1 red crayon, there are 4 pink ones.
| Red Crayons | Pink Crayons |
| ----------- | ------------ |
| 1 | 4 |
To find out how many pink crayons are in the box if there are 5 red ones, we can set up a proportion using the ratios from the table:
1 red crayon / 4 pink crayons = 5 red crayons / x pink crayons
Cross multiplying, we get:
1 * x pink crayons = 4 * 5 red crayons
Simplifying, we have:
x pink crayons = 20 red crayons
Therefore, if there are 5 red crayons in the box, there would be 20 pink crayons in the box.
To make a ratio table, we need to find the relationship between the number of red crayons and the number of pink crayons. In this case, the ratio is 1 red crayon to 4 pink crayons.
To determine how many pink crayons are in the box if there are 5 red ones, we can set up a proportion. The proportion is:
1 red crayon : 4 pink crayons = 5 red crayons : x pink crayons
To solve for x, we can cross multiply:
1 * x = 4 * 5
x = 20
Therefore, if there are 5 red crayons in the box, there would be 20 pink crayons in the box.