3.OA.2, 6, & 9

Mrs. DeChesere writes the pattern 10, 20, 30, 40, 50. Which pattern uses the same rule as Mrs. DeChesre’s pattern?

• 11, 21, 32, 42, 53

• 15, 20, 25, 30, 35

• 34, 44, 54, 64, 74

• 58, 48, 38, 28, 18

Mrs. Rainey asked her students to look for a pattern in the shaded row below.

Which pattern could they see?

• An odd number multiplied by an odd number equals an even number.

• An odd number multiplied by an even number equals an odd number.

• An odd number multiplied by an even number equals an even number.

Aya wrote the pattern below.

1, 4, 7, 10, 13, 16

What is the rule of Aya's pattern?

• Add three to each number

• Add four to each number

• Multiply each number by four

Ms. Humphrey's students recorded the number of books they read each week. Which reading log shows the number of books increasing by 2's?

• 2,3,4,5

• 3,5,7,10

• 4,7,10,13

• 3,5,7,9

Tristan noticed flower petals. He wrote down the number of petals in each row starting from the center.

6, 9, 12, 15, 18

How can Tristan describe this pattern?

• Decreases by 3

• Increases by 3

• Decreases by 4

• Decreases by 3

Demariya has 60 pencils. She an equal number of pencils into 5 boxes. How does Demariya find the number of pencils in each box?

• She multiplies 5 by 60

• She subtracts 5 from 60

• She divides 60 by 5

• He adds 60 to 5

There are 48 cars. Which expression shows how many cars are in 6 equal groups?

• $48\div8$

• $8\div48$

• $48\div6$

• $6\div48$

For a class performance at Sandy Ridge Elementary, 72 chairs are being put in rows for an audience. Each row has 9 chairs. Which expression could be used to find the number of rows that will be made with 72 chairs?

• $9\div72$

• $72\div9$

• $72\times9$

• $9\times72$

 $Which\ is\ another\ way\ to\ show\ 56\div8=\Delta?$  

•  $56\ \times\ \Delta\ =7$  

•  $8\div7=\Delta$  

•  $8\ \times\ \Delta\ =\ 56$  

•  $56\ \times\ 7=\Delta$  

 $Which\ equation\ could\ be\ used\ to\ solve\ 63\div7=9?$  

•  $9+7=$  

•  $7\times9=$  

•  $63-7=$  

•  $63\times7=$