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The problem states:

"A football team ran four plays. The first play *gained* 7 yards. The second play *lost* 2 yards. The third play *gained* 3 yards. The last play *lost* 8 yards. Find the total gain or loss of yards."

We are tasked to find the net result of all plays combined. Let's calculate it step by step:

1. First play: \( +7 \) yards
2. Second play: \( -2 \) yards
3. Third play: \( +3 \) yards
4. Fourth play: \( -8 \) yards

Now, let's sum these up:

\[
7 - 2 + 3 - 8 = 0 \text{ yards}
\]

So, the total gain or loss of yards is 0 yards. This matches the second option provided in the answer choices.

Would you like further details or have any questions?

Here are five related questions:
1. How would the result change if the last play *gained* 8 yards instead of losing it?
2. What does a negative yardage mean in this context?
3. How could we calculate the average yards gained or lost per play?
4. How can we visually represent the total yard change using a number line?
5. What if the team played 5 plays instead of 4, with the fifth play gaining 10 yards?

**Tip:** When working with gains and losses, treat gains as positive values and losses as negative to sum them easily!

A football team ran four plays. The first play gained 7 yards. The second play lost 2 yards. The third play gained 3 yards. The last play lost 8 yards. Find the total gain or loss of yards.

Learn how to calculate the total gain or loss of yards in a series of football plays using basic arithmetic. The problem involves adding and subtracting yardages. Suitable for students in Grades 3-5.

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