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To find Turtle 2's speed as a unit rate, we need to calculate how far Turtle 2 travels per second.

### Step-by-step process:
1. From the table, we see Turtle 2's distance in feet at different times:
   - At 0 seconds: 0 feet
   - At 1 second: 3 feet
   - At 2 seconds: 6 feet
   - At 3 seconds: 9 feet

2. To calculate Turtle 2's speed as a unit rate, we look at the change in distance over time.
   - Between 0 and 1 second, Turtle 2 covers \(3 - 0 = 3\) feet.
   - Between 1 and 2 seconds, Turtle 2 covers \(6 - 3 = 3\) feet.
   - Between 2 and 3 seconds, Turtle 2 covers \(9 - 6 = 3\) feet.

3. Therefore, Turtle 2 consistently covers 3 feet every second. This means Turtle 2's speed as a unit rate is **3 feet per second**.

Would you like further clarification or details on any steps?

### Related questions:
1. How would Turtle 1's speed be calculated from this table?
2. What is the total distance Turtle 2 covers after 5 seconds, assuming constant speed?
3. How does Turtle 2's speed compare to Turtle 1's speed?
4. What would be the time taken for Turtle 2 to cover 15 feet?
5. How can you represent Turtle 2's speed as a ratio?

### Tip:
When calculating a unit rate, always divide the change in the quantity (like distance) by the corresponding time interval to ensure accuracy.

Discover how to determine Turtle 2's speed as a unit rate using simple division of distance by time. This lesson is perfect for students in Grades 5-7, teaching them how to calculate speed from distance-time data.

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