Kaitlyn was decorating her room. She arranged 56 picture tiles on a wall in the shape of a rectangle. How many rows of tiles could be on the wall?
3, 4, 5, or 6
4
100
Alishah spent $49 to buy some pairs of pants. Each pair of pants cost the same whold-dollar amount. How many pairs of pants could she have bought?
3, 5 , 7, or 9?
7
100
Alex will use 20 connecting cubes to make a model of a park. The model will be in the shape of a rectangle and will have a height of one cube. In how many different ways can Jenn make the model of the park?
3
100
Trenton and Ryland were playing a game. Trenton was counting by 7s. Ryland was counting by 9s. They paced the counting so that they would say the first common number together. What is the first number that both said together?
63
100
Willie and 3 friend want to play marbles. Willie has 36 marbles to play with. All players must have the same number of marbles to start the game. How many marbles should each player get?
9
200
Carmel'la was skip counting with a friend on the school bus. Carmel'la started to count by nines. She said 9, 18, 27, 36 and 45. What is the next number she will say?
54
200
Mrs. Hanks wrote a bonus problem on the board. If Alfrendo correctly answers, he will get to play SumDog. The problem is to write a statement write a statement that correctly relates the numbers 6 and 12. What should Alfrendo write?
A) 12 is a factor of 6.
B) 12 is a common multiple of 6 and 12.
C) 18 is a common multiple of 6 and 12.
D) 6 is a multiple of 12.
B) 12 is a common multiple of 6 and 12.
200
David wrote the number 70. If the rule is subtract 4, what is the fifth number in David's pattern?
54
200
Josh helps his coach at the end of the game. He need to put away 36 baseballs. He puts the same number of baseballs into each box. Tell me 4 amounts of baseball that could be in each box.
Four of the following: 1,2,3,4,6,9,12,18 or 36.
200
Lorenza's homework assignment was to find all the common factors of 16 and 24. So, Lorenza made a list of all the factors of 16 and 24. He used the list to find the factors the two numbers had in common. What are the common factors.
1, 2, 4, and 8
300
Mr. Judah is Abigail's math teacher. During class, he asked if 9 was a prime number or a composite number. How should she answer Mr. Judah's question?
9 is composite.
300
Mrs. Goins wrote a row of number with a pattern.
87, 80, 84, 77, 81, 74, 78,.....
What is the rule for the pattern?
subtract 7, add 4
300
See Diagram. Is the number prime, composite, both or neither.
Composite
300
Madilynn has 50 dolphin stickers, 20 shark stickers, and 25 whale stickers. She wants to put an equal number of stickers into bags, with only one type of sticker in each bag. How many stickers can Madilynn put in each bag?
1 or 5
300
Myeshia makes dinner using 1 box of pasta and 1 jar of sauce. If pasta is sold in packages of 8 boxes and sauce is sold in packages of 4 jars, what is the least number of dinners that Myeshia can make without any supplies left over?
8
400
Jaden uses 23 connecting cubes to make a model of a kitchen. The kitchen model is in the shape of a rectangle and is one cube high. How many different ways could Jaden make the model of the kitchen?
1 - 1 and 23 are the only factors.
400
Teresa has a train collection with 32 engines, 64 boxcars, and 16 cabooses. She wants to arrange the train cars in equal rows, with one type of train in each row. How many can she put in each row? (HINT: There are multiple answers.)
1,2,4,8 or 16
400
Dariana made 5 dozen cookies. She needs to put thm into equal groups so that the number of groups is at least 4 but less than 11. What are the possible equal-size groups she can make with all the cookies.
4,6, or 10
400
David used chalk to write numbers on the chairs for field day. He marked the number 6 on the first chair. His rule was add 4. What numbers did he write on the first six chairs?
6, 10, 14, 18, 22, 26
400
Gaige wants to make a rectangular model with a height of one connecting cube. He wants to make a model in exactly 2 different ways. How many connecting cubes could Gaige use to make the model only two ways?
9, 16, 18, or 20.
9
500
In a math game, Wyatt reads about the number 57. What statement is true about the number 57?
A) 57 is divisible by 2.
B) 57 is divisible by 3.
C) 57 is divisible by 5.
D) 57 is a prime number.
B) 57 is divisible by 3.
500
A store in Myesha's neighborhood sells boxes of pencils that have 4 pencils in each box. Myeshia bought several boxes of pencils at the store. Which could be the number of pencils she bought?
17, 32, 34, or 42.
32
500
Jorge gives an equal number of marbles to 7 friends. Which could be the total number of marbles he gave to his friends?
A) 15
B) 27
C) 70
D) 78
C) 70
500
Alicia tells her friend that she is learning about prime numbers in math class. Her friend writes down 4 numbers and asks Alicia to choose the prime number. Which number should Alicia choose?
31, 33, 35 or 39?
31
500
Abigail P. and Abigail F. made a secret code. They wrote some numbers of the code so they could remember the pattern.
8, 12, 9, 13, 10, 14, 11, 15
What is the next number?