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Ratio of blue to green squares in quilts.

Kenzie makes quilts with blue and green squares in a 3:5 ratio. A diagram shows the ratio and a table with missing values for quilts A and B.

Kenzie makes quilts with blue and green squares in a 3:5 ratio. A diagram shows the ratio and a table with missing values for quilts A and B.

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Show Answer Key & Explanations Step-by-step solution for: Ratios with tape diagrams (practice) | Khan Academy
To find the missing values, we first need to determine the ratio of blue squares to green squares using the diagram.

Step 1: Find the ratio from the diagram
* Count the Blue squares: There are 3.
* Count the Green squares: There are 5.
* So, the ratio of Blue to Green is 3 : 5. This means for every 3 blue squares, there are 5 green squares.

Step 2: Solve for Quilt A
* The table shows that Quilt A has 21 Blue squares.
* To get from the ratio number (3) to the actual number (21), we multiply by 7 (because $3 \times 7 = 21$).
* We must do the same for the Green squares to keep the ratio equal.
* Multiply the Green ratio number (5) by 7:
$$5 \times 7 = 35$$
* So, Quilt A has 35 Green squares.

Step 3: Solve for Quilt B
* The table shows that Quilt B has 20 Green squares.
* To get from the ratio number (5) to the actual number (20), we multiply by 4 (because $5 \times 4 = 20$).
* We must do the same for the Blue squares.
* Multiply the Blue ratio number (3) by 4:
$$3 \times 4 = 12$$
* So, Quilt B has 12 Blue squares.

Final Answer:
The missing value for Green in Quilt A is 35.
The missing value for Blue in Quilt B is 12.
Parent Tip: Review the logic above to help your child master the concept of ratio tape diagram worksheet.
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