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The problem states that Gia has 80 tiles, each either white or blue, arranged in 8 equal rows. Each row has an equal number of white and blue tiles, and we need to find how many blue tiles are in each row.

### Step-by-step solution:

1. **Total number of tiles**: 80
2. **Number of rows**: 8
3. **Equal number of white and blue tiles in each row**: Since each row has an equal number of white and blue tiles, the total number of tiles in each row can be divided by 2.

- First, determine how many tiles are in each row:
\[
\text{Tiles per row} = \frac{80}{8} = 10 \text{ tiles per row}
\]

- Since the number of white and blue tiles in each row is equal, the number of blue tiles in each row is:
\[
\text{Blue tiles per row} = \frac{10}{2} = 5 \text{ blue tiles per row}
\]

Thus, the answer is **5 blue tiles per row**.

Would you like more details or have any questions?

Here are 5 related questions to expand your understanding:

1. What if Gia had 100 tiles instead of 80, with the same condition for equal rows and equal colors?
2. How many total blue tiles are there in all rows combined?
3. What would happen if the number of rows was reduced to 4?
4. How many white tiles are in each row?
5. If the ratio of white to blue tiles changed, how would the calculations differ?

**Tip**: For similar problems, always break the total into smaller parts by dividing it by the number of rows or groups.

Gia has 80 tiles. Each tile is white or blue. She arranges the tiles in 8 equal rows. Each row has an equal number of white and blue tiles. How many blue tiles are in each row?

Solve the problem where Gia arranges 80 tiles in 8 equal rows with an equal number of white and blue tiles in each row. Learn how to find how many blue tiles are in each row using basic division and equality concepts.

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