📊 Part 1: Identifying Proportional Tables

I can identify proportional relationships using ratio tables.

1. Look at this table showing the cost of movie tickets. Is this table proportional?

Tickets: 1 → $12, 2 → $24, 3 → $36, 4 → $48

Yes, it's proportional

No, it's not proportional

2. Complete this proportional table for miles traveled per hour:

Hours: 1 → 60 miles, 2 → _____ miles, 3 → _____ miles, 4 → 240 miles

3. Which tables show proportional relationships? Check all that apply:

Table A: 2→6, 4→12, 6→18

Table B: 1→5, 2→8, 3→11

Table C: 3→9, 5→15, 7→21

4. A proportional table has the same _________________ factor for every row.

🔢 Part 2: Finding Unit Rates

I can find the unit rate in a proportional table.

5. Find the unit rate for this table showing dollars earned per hour worked:

Hours: 2 → $30, 4 → $60, 6 → $90

Unit rate: $_______ per hour

6. Circle the unit rate in this table:

Pounds of apples: 1 → $3, 2 → $6, 3 → $9, 5 → $15

$3 per pound

$6 per pound

$9 per pound

📈 Part 3: Proportional Graphs and Real-World Applications

I can graph proportional relationships and recognize real-world examples.

7. A proportional graph always passes through which point?

(0,0)

(1,1)

(5,5)

8. Which real-world situation shows a proportional relationship?

Buying gas at $3 per gallon

Age and height of a person

Temperature throughout the day

9. Explain why proportional graphs form straight lines:

10. Create your own proportional table showing the cost of pencils at $2 each:

Proportional Tables and Graphs

Proportional Tables and Graphs

📊 Part 1: Identifying Proportional Tables

🔢 Part 2: Finding Unit Rates

📈 Part 3: Proportional Graphs and Real-World Applications

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