Jeopardy Multiplication Properties of and Division Multiplication Order

Jeopardy Multiplication Properties of and Division Multiplication Order of Operations Solving Equations Problem Solving $100 $100 $200 $200 $300 $300 $400 $400 $500 $500 Final Jeopardy

Q: Multiplication and Division for $100 15 x 62

A: Multiplication and Division for $100 930

Q: Multiplication and Division for $200 725 x 29

A: Multiplication and Division for $200 21, 025

Q: Multiplication and Division for $300 497 ÷ 4

A: Multiplication and Division for $300 124 R 1

Q: Multiplication and Division for $400 7, 208 ÷ 95

A: Multiplication and Division for $400 75 R 83

Q: Multiplication and Division for $500 5, 683 ÷ 54

A: Multiplication and Division for $500 105 R 13

Q: Properties of Multiplication for $100 Use properties to solve. Identify the property you used. 657 x 1 = _____

A: Properties of Multiplication for $100 657, Identity

Q: Properties of Multiplication for $200 Use properties to solve. Identify the property you used. (17 x 3) x 2 = 17 x ( __ x 2)

A: Properties of Multiplication for $200 3, Associative

Q: Properties of Multiplication for $300 Use properties to solve. Identify the property you used. 897, 543. 90324 x 0 = _____

A: Properties of Multiplication for $300 0, Zero

Q: Properties of Multiplication for $400 Use properties to solve. Identify the property you used. 12 x (4 + 3) = (12 x 4) + ( __ x 3)

A: Properties of Multiplication for $400 12, Distributive

Q: Properties of Multiplication for $500 Use properties to solve. Identify the property you used. (32 - 7) x 4 = (4 x 32) - ( 4 x __ )

A: Properties of Multiplication for $500 7, Distributive

Q: Order of Operations for $100 (8 + 2 3) – 3+8=

A: Order of Operations for $100 126

Q: Order of Operations for $200 15 – 8 + (8 – 2 1) – 7=

A: Order of Operations for $200 49

Q: Order of Operations for $300 20÷ (2 + 3) =

A: Order of Operations for $300 4

Q: Order of Operations for $400 2 2 + 2 3 x 20 =

A: Order of Operations for $400 184

Q: Order of Operations for $500 (9 + 2 3) – 7 x 8=

A: Order of Operations for $500 88

Q: Solving Equations for $100 m + 9 = 27

A: Solving Equations for $100 m = 18

Q: Solving Equations for $200 z x 12 = 132

A: Solving Equations for $200 z = 11

Q: Solving Equations for $300 c x 20 = 1, 000

A: Solving Equations for $300 c = 50

Q: Solving Equations for $400 j + 342 = 1, 001

A: Solving Equations for $400 j = 659

Q: Solving Equations for $500 h x 73 = 803

A: Solving Equations for $500 h = 11

Q: Problem Solving for $100 Mrs. Freeman is going to run 8 miles a week for 2 weeks. She says that she will have ran 30 miles. Is this a reasonable answer?

A: Problem Solving for $100 No. She will have only ran 16 miles in the 2 weeks.

Q: Problem Solving for $200 Blue Creek is selling shirts for $3. 95 each. Mrs. Greco has ordered 239 shirts and knows that they can sell them all. Mrs. Greco has told the school that they will collect a total of $478. Is her calculation reasonable?

A: Problem Solving for $200 No. Blue Creek will collect about $956.

Q: Problem Solving for $300 The sixth grade teachers are planning who will take charge of field day events. They decided that it would be fair for Mrs. Silver to have the most events. In fact, she will be in charge of twice as many an Mr. Girard. Mrs. Freeman will be in charge of 4 more than Mr. Girard. If Mr. Girard is in charge of 7 events, how many events are there all together?

A: Problem Solving for $300 35 Events Mr. Girard – 7 Mrs. Freeman – 11 Mrs. Silver – 14

Q: Problem Solving for $400 The three main video game systems each have a variety of games. Xbox 360 has the most games, in fact it has 3 times as many games as Nintendo Wii. PS 3 has 45 less games than Xbox 360. Nintendo Wii has a total of 165 available games. How many games does each system have available? How many games are available all together?

A: Problem Solving for $400 Nintendo Wii – 165 games Xbox 360 – 495 games PS 3 – 450 games

Q: Problem Solving for $500 Each day there are 4 types of lunch offered at a school. 22 students choose option 2. Half as many choose option 3. The total number of students who choose option 4 is 3 less than those who choose option 3. The number of students who choose option 1 is equal to the total number of students choosing options 2, 3, and 4. How many students order lunch in all?

A: Problem Solving for $500 82 students Option 1 – 41 students Option 2 – 22 students Option 3 – 11 students Option 4 – 8 students

Final Jeopardy Place the numbers 0 – 5 in the boxes below so that no two consecutive numbers are connected by the lines.

Final Jeopardy Answer One possible answer… 0 4 2 1 5 3