Question

Brandon has 32 stamps. He wants to display the stamps in rows, with the same number of stamps in each row. How many different ways can he display the stamps? Explain.

Answer 1

Find all the factors of 32, as they come in pairs.
The pairs will give you how many rows you can have, as well as the number of stamps in each row.
1x32 would be 1 row, 32 stamps each
2x16 would be 2 rows, 16 stamps each.
4x8 would be 4 rows, 8 stamps each.
Once you reach the point that it flips around, you can count up all those ways as well.
8x4 is 8 rows with 4 stamps each
16x2 is 16 rows with 2 stamps each
32x1 is 32 rows with 1 stamp each
The total number of factor pairs is 6, meaning he can display the stamps in 6 different ways that follow his want of having the same number of stamps in each row.

Answer 2

Answer:

6

]Step-by-step explanation:

Find all the factors of 32, as they come in pairs.

The pairs will give you how many rows you can have, as well as the number of stamps in each row.

1x32 would be 1 row, 32 stamps each

2x16 would be 2 rows, 16 stamps each.

4x8 would be 4 rows, 8 stamps each.

Once you reach the point that it flips around, you can count up all those ways as well.

8x4 is 8 rows with 4 stamps each

16x2 is 16 rows with 2 stamps each

32x1 is 32 rows with 1 stamp each

The total number of factor pairs is 6, meaning he can display the stamps in 6 different ways that follow his want of having the same number of stamps in each row.

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