Word Problems
Fractions
Geometry
Division
Vocabulary
100

A player is farming wheat in their minecraft world. They have 9 farm plots, with 7 rows in each plot. If they plant 8 wheat seeds in each row, but 12 wheat plants get destroyed by a creeper explosion, how many wheat plants are still growing?

492 Wheat Plants

(7x8=56)(56x9=504) (504-12=492)

100

Sarah is baking cookies for her class party. The recipe calls for 3/4 cup of sugar, but she wants to make a triple batch. How many cups of sugar will she need in total?

9/4 or 2 and 1/4

100

What angles are in this triangle? 

There are 2 Acute and 1 obtuse angle

100

2465 ÷ 4

616 R1

100

Find the quotient of 72 and 8

72 ÷ 8= 9

200

Stitch loves collecting seashells on the beach. On Monday, he found 242 shells, on Tuesday he found 181 shells, and on Wednesday he found 373 shells. However, he accidentally broke 131 shells while practicing his surfing. How many seashells does Stitch have in total now?

665 Seashells

(242 + 181 + 373=796) (796-131=665)

200

2/4 of an hour

(1 1/4 - 3/4 = 2/4)

200

Draw a shape with one pair of parallel sides and two right angles

BONUS 100 POINTS: What is the name of this shape?

200

There are 42 books to place on shelves. If each shelf can hold 8 books, how many shelves will be completely filled, and how many books will remain?

5 shelves will be filled and 2 books will remain 

(42÷8= 5 R2)

200

The product of two numbers is 56. If one number is 7, what is the other number?

8


(7x8=56)

300

A local cat shelter received 156 cans of cat food as a donation. If each cat needs 3 cans of food per day, and the shelter has 12 cats, how many days will the donated food last?

4 Days

(12x3=36) (156÷36=4)

300

In Ms. Johnson's class, 6/10 of the students have brown eyes. In Mr. Smith's class, 3/5 of the students have brown eyes. Which class has a greater portion of students with brown eyes?

They have the same amount of students with brown eyes 

(3/5 = 6/10) 

300

What is the measure of angle JKM

180-70=110 degrees

300

Ms.Fraenkels class is playing jeopardy! There are 38 students in the class and there can be a maximum of 4 students on one team. If everyone plays how many teams will there be in all?

10 teams 

(38÷4= 9 R2) (Round up to 10 because everyone is playing)

300

List all the factors of 21. Are any of these factors a prime number?

1,3,7,21 

Yes- 3 and 7 are prime

400

A group of 68 students is going on a field trip to the zoo. The price to ride the bus to the zoo is $3 per a student. A ticket for each student to get into the zoo is $12. What is the total cost of this field trip? 

It will cost $1,020 in total

(68 x 3= $20) (68 x 12= $816)

816 + 204 =$1,020

400

The Johnson family ordered two pizzas for dinner. They ate 5/8 of the first pizza and 4/8 of the second pizza. What fraction of all the pizza did they have left?

7/8 of pizza

(8/8 - 5/8= 3/8) (8/8 - 4/8= 4/8) (3/8+ 4/8= 7/8)

400

How many lines of symmetry does this shape have?

Infinite 

400

A soccer team sold water bottles to earn money to buy new soccer balls. The team sold 85 water bottles for $2 each. If the team pays $9 per soccer ball, what is the greatest number of soccer balls they can buy with the money earned? n

18 Soccer Balls

(85 x 2= 170) (170÷9=18 R8) 

400

A square playground has a perimeter of 36 meters. What is the length of one side of the playground?

9 meters

(36 ÷ 4 = 9)

500

Stitch is practicing his math by counting tourists at the beach. In the morning, he counted 86 tourists. During lunchtime, 27 tourists left, but then 243 new tourists arrived. If 519 more tourists joined in the afternoon and 33 left for dinner, how many tourists are still at the beach?

788 Tourists 

(86-27=59) (59+243=302) (302+519=821) (821-33=788)

500

What is the total amount of time in hours that Jamie spent working on his book report? 

5 and 3/4 hours

500

Using your knowledge of lines and angles write 2 statements to describe the digram. Explain why your statements are tru

EX: Line AB and CD are perpendicular because they cross at exactly 90 degrees, Line AB/CD and line EF are intersecting because they cross not at 90 degrees

500

Chairs have been set up for an event. There are 11 rows of chairs with 12 chairs in each row. When the event is over the chairs are put away on chair racks. If each chair rack holds exactly 9 chairs, what is the fewest number of chair racks needed to hold all the chairs?

15 Chair racks

11x12= 132

132÷9= 14 R8

500

What is the measure of an angle that turns through 2/4 of a complete circle? What type of angle is it? 

180 degrees. It is a straight angle. 

(360÷4=90) (90x2=180)

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