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Ratios with Tape Diagrams worksheet from Khan Academy.

Worksheet titled "Ratios with Tape Diagrams" from Khan Academy, featuring questions about ratios and tape diagrams with a table for blue and green colors.

Worksheet titled "Ratios with Tape Diagrams" from Khan Academy, featuring questions about ratios and tape diagrams with a table for blue and green colors.

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Show Answer Key & Explanations Step-by-step solution for: Khan Academy- Ratios with Tape Diagrams Guided Worksheet
It looks like you've uploaded a worksheet titled "Ratios with Tape Diagrams" from Khan Academy, but the image content isn't visible in this interface. However, based on your description and the typical structure of such worksheets, I can help guide you through solving problems involving ratios using tape diagrams (also known as bar models).

Let me walk you through how to solve common types of ratio problems using tape diagrams, and if you provide the specific details or numbers from the worksheet, I can give you a tailored solution.

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🔍 What is a Tape Diagram?


A tape diagram is a visual tool that represents ratios using rectangular bars (or "tapes") divided into equal parts. It helps compare quantities and solve ratio problems by showing proportional relationships.

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📌 Common Types of Ratio Problems



Let’s assume the worksheet includes problems like:

#### Example Problem 1:
> The ratio of blue crayons to green crayons is 3:2. If there are 15 blue crayons, how many green crayons are there?

Step-by-step Solution Using a Tape Diagram:

1. Draw two tapes: One for blue, one for green.
- Blue: 3 equal parts
- Green: 2 equal parts

2. Since blue = 15 and it's 3 parts:
- Each part = 15 ÷ 3 = 5

3. Green has 2 parts → 2 × 5 = 10 green crayons

Answer: 10 green crayons

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#### Example Problem 2:
> There are 12 red pencils and 8 blue pencils. Draw a tape diagram and find the ratio.

Solution:

1. Draw two tapes:
- Red: 12 units
- Blue: 8 units

2. Find the GCF of 12 and 8 → GCF = 4

3. Divide each by 4:
- Red: 12 ÷ 4 = 3 parts
- Blue: 8 ÷ 4 = 2 parts

4. So, the simplified ratio is 3:2

Answer: 3:2

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#### Example Problem 3:
> A mixture of paint has a ratio of white to blue of 5:3. If you have 20 liters of white paint, how much blue paint do you need?

Tape Diagram Steps:

- White: 5 parts = 20 liters → 1 part = 20 ÷ 5 = 4 liters
- Blue: 3 parts = 3 × 4 = 12 liters

Answer: 12 liters of blue paint

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Tips for Solving Tape Diagram Problems:


1. Identify the ratio given (e.g., 3:2).
2. Draw bars with equal segments representing each part.
3. Use known values to find the value of one part.
4. Multiply to find unknown quantities.
5. Simplify ratios when possible.

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If you can describe the exact problem(s) on the worksheet (e.g., “The ratio of boys to girls is 4:5, and there are 20 boys…”), I can give you the exact solution with steps and even draw the tape diagram in text.

Please share the details of the questions, and I’ll solve them step by step!
Parent Tip: Review the logic above to help your child master the concept of ratio tape diagram worksheet.
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