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Evaluating Expressions Equivalent Expressions

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Presentation on theme: "Evaluating Expressions Equivalent Expressions"— Presentation transcript:

1 Evaluating Expressions Equivalent Expressions
Expressions Jeopardy! Powers and Exponents Order of Operations Evaluating Expressions Writing Expressions Properties Equivalent Expressions $ 100 $100 $200 $300 $400 $500 Mαth JΣθPARδY! was created by GradeAmathhelp.com

2 A - 100 JΣθPARδY! This is the number used as a factor Answer: Mαth
BASE JΣθPARδY! Mαth

3 A - 200 Answer: JΣθPARδY! Mαth

4 A - 300 The value of this product is 16. The factor that is used as a base is 2. What is the exponent? Answer: 4 JΣθPARδY! Mαth

5 A - 400 Answer: JΣθPARδY! Mαth

6 A - 500 JΣθPARδY! Answer: Mαth
Answer: The coefficient of m in the second case will be raised to the third power, and become 8 while in the first case it will stay the same as 2. JΣθPARδY! Mαth

7 B - 100 This vocabulary term tells you which operation to perform first. Answer: Order of operations. JΣθPARδY! Mαth

8 B - 200 JΣθPARδY! What is the value of the expression below? 8 + 4 × 3
Answer: 20 JΣθPARδY! Mαth

9 B - 300 Answer: 22 JΣθPARδY! Mαth

10 B - 400 JΣθPARδY! What does PEMDAS stand for? Answer: Mαth
Parenthesis, exponents, multiplication, division, addition, and subtraction JΣθPARδY! Mαth

11 B - 500 Kyle wants to buy 4 pencils and 3 notebooks. If pencils are $0.50 and notebooks $2.25, write an expression that shows how to find the total cost. Answer: 4($0.50) + 3($2.25) JΣθPARδY! Mαth

12 C - 100 This word means to plug in a number in place of a variable. Answer: Evaluate JΣθPARδY! Mαth

13 C - 200 JΣθPARδY! Evaluate the expression if m = 5 and n = 6 3n – 2m
Answer: 8 JΣθPARδY! Mαth

14 C - 300 Answer: 15 JΣθPARδY! Mαth

15 C - 400 Answer: 14 JΣθPARδY! Mαth

16 C - 500 Mariah earns $7 per hour plus $1.50 for each pizza delivery. The expression 7h+1.5d can be used to find the total earnings after h hours and d deliveries have been made. How much money did Mariah earn after working 15 hours and making 8 deliveries? Answer: $117 JΣθPARδY! Mαth

17 D - 100 This phrase means to choose a variable and decide what it represents Answer: Defining the variable JΣθPARδY! Mαth

18 D - 200 JΣθPARδY! Write the expression for the following sentence:
Four times as many pencils Answer: 4p JΣθPARδY! Mαth

19 D - 300 JΣθPARδY! Write the expression for the following sentence:
Three more than four times as many books as John Answer: 4x+3 JΣθPARδY! Mαth

20 D - 400 JΣθPARδY! Write the expression for the following sentence:
Ten less than two times a number Answer: 2n-10 JΣθPARδY! Mαth

21 D - 500 JΣθPARδY! Write the expression for the following sentence:
Three times a number less than twenty Answer: 20 – 3n JΣθPARδY! Mαth

22 E - 100 This is an example of this property. Name that property. a + 0 = a Answer: Identity property JΣθPARδY! Mαth

23 E - 200 Give an example of the associative property for multiplication Answer: JΣθPARδY! Mαth

24 E - 300 Answer: Distributive property JΣθPARδY! Mαth

25 E - 400 Answer: 12x + 18 y JΣθPARδY! Mαth

26 E - 500 Factor the expression 77x + 21 Answer: 7(11x+3) JΣθPARδY! Mαth

27 F - 100 This word means the numerical factor of a term that contains a variable. Answer: coefficient JΣθPARδY! Mαth

28 F - 200 JΣθPARδY! This word means a term without a variable. Answer:
constant JΣθPARδY! Mαth

29 F - 300 JΣθPARδY! What is the simplified form of the expression?
5x + 3y + 7x – 2y Answer: 12x + y JΣθPARδY! Mαth

30 F - 400 Factor 10x + 15y Answer: 5(2x+3y) JΣθPARδY! Mαth

31 F - 500 Answer: JΣθPARδY! Mαth


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