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33 desks can be arranged into six rows having no rows, 1 row, 2 rows, 3 rows, 4 rows, or 5 rows with exactly 5 desks.

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How many rows can you make out of 80 students?

Having the same number of students in each row, 80 students can be arranged in 80 rows of 1, 40 rows of 2, 20 rows of 4, 10 rows of 8, and 5 rows of 16.


A number of counters are arranged in rows so that there are 5 counters in each row and 22 counters around the outside how many counters are there altogether?

25


How does knowing ways to arrange 18 chairs in equal rows help you find the factors of 18?

The number of rows and the number of chars in that row give you the factor pairs of 18. If you list the number of rows when the 18 chairs can be arranged in rows with an equal number in each row, then this list is the factors of 18. 18 chairs can only be arranged in: 1 row of 18 chairs (1 × 18 = 18) 2 rows of 9 chairs (2 × 9 = 18) 3 rows of 6 chairs (3 × 6 = 18) 6 rows of 3 chairs (6 × 3 = 18) 9 rows of 2 chairs (9 × 2 = 18) 18 rows of 1 chair (18 × 1 = 18) The factors of 18 are thus: 1, 2, 3, 6, 9, 18.


Sparky had room for 16 rows in his garden He planted 3 rows of tomatoes for every 5 rows of onions How many rows of onions did he plant?

Sparky had room for 16 rows in his garden He planted 3 rows of tomatoes for every 5 rows of onions He planted 10 rows of onions.


Sparky had room for 16 rows in his garden He planted 3 rows of tomatoes for every 5 rows of onions How many rows of tomatoes did he plant?

Sparky had room for 16 rows in his garden He planted 3 rows of tomatoes for every 5 rows of onions. 6 rows of tomatoes were planted.