gena wants to display her collection of 30 antique puppets in equal sized rows. what are all the combinations for displaying the puppet collection
10 in 3 rows
5 rows of 6
What are the factors of 30? All the factors of 30 are the combinations.
I gave you the first two.
What are the factors of 30?
1,2,3,5,6,10,15,30
Gena wants to display her collection
of 30 antique puppets in equal-
sized rows. What are all the
combinations for displaying the
puppet collection
To find all the combinations for displaying Gena's collection of 30 antique puppets in equal-sized rows, we need to determine the factors or divisors of 30. These factors will represent the number of rows that can be formed.
Let's list all the factors of 30:
1, 2, 3, 5, 6, 10, 15, 30
Now we can generate the combinations for displaying the puppets. Each number from the list of factors represents the number of rows.
1 row: In this case, Gena would place all 30 puppets in a single row.
2 rows: Gena would divide the puppets into 2 equal rows, with 15 puppets in each row.
3 rows: Gena would divide the puppets into 3 equal rows, with 10 puppets in each row.
5 rows: Gena would divide the puppets into 5 equal rows, with 6 puppets in each row.
6 rows: Gena would divide the puppets into 6 equal rows, with 5 puppets in each row.
10 rows: Gena would divide the puppets into 10 equal rows, with 3 puppets in each row.
15 rows: Gena would divide the puppets into 15 equal rows, with 2 puppets in each row.
30 rows: Similarly, Gena could display each puppet in its individual row.
These are the different combinations for displaying Gena's collection of 30 antique puppets in equal-sized rows.