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Comparing Ratios Using Tables | 6th Grade Ratio Worksheets - Free Printable

Comparing Ratios Using Tables | 6th Grade Ratio Worksheets

Educational worksheet: Comparing Ratios Using Tables | 6th Grade Ratio Worksheets. Download and print for classroom or home learning activities.

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It looks like you've uploaded a worksheet titled "Comparing Ratios Using Tables". Since I can't view images directly, I’ll help you solve the problems based on the text content you provided. Please confirm if this is accurate or provide more details.

However, based on the structure and typical format of such worksheets, here’s how we can approach solving it:

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Worksheet: Comparing Ratios Using Tables



This worksheet likely involves comparing ratios using tables to determine which option offers better value (e.g., cost per unit, miles per gallon, etc.).

Let me walk through the common types of problems found in such worksheets and solve them step-by-step.

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Problem 1: Comparing Prices


> "Which store has the better price per pound?"

| Store | Price | Weight |
|-------|-------|--------|
| A | $6.00 | 3 lbs |
| B | $9.00 | 5 lbs |

#### Step 1: Find the unit rate (price per pound)

- Store A:
$ \frac{6.00}{3} = 2.00 $ per pound

- Store B:
$ \frac{9.00}{5} = 1.80 $ per pound

#### Step 2: Compare
- Store B has a lower price per pound ($1.80 < $2.00)

Answer: Store B has the better price per pound.

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Problem 2: Comparing Miles per Gallon (MPG)


> "Which car gets better gas mileage?"

| Car | Miles Driven | Gallons Used |
|-------|--------------|--------------|
| Car X | 240 | 8 |
| Car Y | 300 | 10 |

#### Step 1: Calculate MPG

- Car X:
$ \frac{240}{8} = 30 $ mpg

- Car Y:
$ \frac{300}{10} = 30 $ mpg

#### Step 2: Compare
Both cars get the same gas mileage.

Answer: Both cars have equal fuel efficiency (30 mpg).

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Problem 3: Comparing Rates (e.g., typing speed)



> "Who types faster?"

| Person | Words Typed | Time (min) |
|--------|-------------|------------|
| Alex | 150 | 5 |
| Jamie | 200 | 7 |

#### Step 1: Find words per minute

- Alex:
$ \frac{150}{5} = 30 $ wpm

- Jamie:
$ \frac{200}{7} \approx 28.57 $ wpm

#### Step 2: Compare
Alex types faster.

Answer: Alex types faster.

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General Strategy for Solving Ratio Comparison Problems Using Tables:



1. Identify the quantities involved (e.g., cost, weight, distance, time).
2. Set up a table with the given data.
3. Calculate the unit rate (e.g., cost per item, miles per gallon, words per minute).
4. Compare the unit rates to determine which is better.
5. Write a clear conclusion.

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If your worksheet includes specific questions (like those about "Cara" and "Zoe" in the image), please provide the exact numbers or describe the problem so I can give a precise solution.

Would you like me to:
- Help fill out the blank table?
- Solve a specific question from the worksheet?
- Explain how to write the answers in complete sentences?

Let me know!
Parent Tip: Review the logic above to help your child master the concept of comparing ratios using tables worksheet.
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