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 | x
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 ratio from the table:
1/4 = 5/x
Now we can cross multiply:
x = 4 * 5
x = 20
So there are 20 pink crayons in the box if there are 5 red ones.
To create a ratio table, we need to determine the number of pink crayons for each given number of red crayons.
Red Crayons | Pink Crayons
--------------------------
1 | 4
5 | ?
Given that there is a ratio of 1 red crayon to 4 pink crayons, we can determine how many pink crayons are in the box if there are 5 red ones using cross-multiplication.
1 * ? = 5 * 4
? = (5 * 4) / 1
? = 20
Therefore, if there are 5 red crayons in the box, there would be 20 pink crayons in the box.
To create a ratio table, we can start by listing the number of red crayons on one side and the corresponding number of pink crayons on the other side.
Based on the given information, we know that for every 1 red crayon, there are 4 pink crayons.
So, let's create the ratio table:
Red Crayons | Pink Crayons
--------------------------------------------
1 | 4
5 | ?
We can find out how many pink crayons are in the box if there are 5 red crayons by using a proportion.
To set up the proportion, we write the ratio of red crayons to pink crayons in fraction form:
1 red crayon : 4 pink crayons
Then, we set up the proportion:
1 red crayon / 4 pink crayons = 5 red crayons / x pink crayons
Cross-multiplying, we get:
1 * x pink crayons = 4 * 5 red crayons
x pink crayons = 20 pink crayons
Therefore, if there are 5 red crayons in the box, there would be 20 pink crayons.