Jeopardy Final Jeopardy I <3 Challenge Distribute This Mixin’ It Up

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Presentation transcript:

Jeopardy Final Jeopardy I <3 Challenge Distribute This Mixin’ It Up CLT Application $100 $100 $100 $100 $100 $200 $200 $200 $200 $200 $300 $300 $300 $300 $300 $400 $400 $400 $400 $400 $500 $500 $500 $500 $500 Final Jeopardy

Simplify the expression 1 - $100 Simplify the expression -12z + 4(z – 9) + 30 + z -7z - 6

Simplify the expression 1 - $200 Simplify the expression -6(y – 1) + 2y + 7 – y + 4 -5y + 17

Simplify the expression 1 - $300 Simplify the expression 5 – 9k + 1 + k – 2(7 – k) -6k - 8

Simplify the expression 1 - $400 Simplify the expression x – 10 + y - 2(x + y) +y - x - 10

Simplify the expression 1 - $500 Simplify the expression 19(-x –z) – 23x + 2(-10z + 15) -42x – 39z + 30

Simplify the expression 2 - $100 Simplify the expression -28(a - 5) -28a+140

Simplify the expression 2 - $200 Simplify the expression -17 (-n+ 1) 17n - 17

Simplify the expression 2 - $300 Simplify the expression 2(4 + x) – 3 (y + 1) 2x – 3y + 5

Simplify the expression. 2 - $400 Simplify the expression. - 18 ( - g – 5) 18g + 90

Simplify the expression. 2 - $500 Simplify the expression. -5(-a – 2) + 3(-a – 4) 2a - 2

3 - $100 Solve and check 15 – 2x = -7x x = -3

3 - $200 Solve and Check 3(c - 4) = 48 c = 20

3 - $300 Solve and Check -8 – 7 (y + 2) = 6 y = -4

3 - $400 Solve and check -3(16y – 13) + 59y = -2y y = -3

3 - $500 Solve and check All Real Numbers 3(d - 4) + 2 – 2d + 1 – d = 3d – 3(d + 3) All Real Numbers

Simplify the expression 4 - $100 Simplify the expression 8a + b – 3a + 4b 5a + 5b

Simplify the expression 4 - $200 Simplify the expression -11f + 6 – f + 4 + 13f - 9 f + 1

Simplify the expression 4 - $300 Simplify the expression 8u + 4 – 7r – 10 – 2u – 6 + r -6r + 6u - 12

Simplify the expression 4 - $400 Simplify the expression -55n + 28n + 21n + 7n – 3n -2n

Simplify the expression. 4 - $500 Simplify the expression. -234a + 2(17c -29b) – 134b – 67a -301a – 192b + 34c

5 - $100 h = the second hamster Identify the variable in the following situation. You do NOT need to write an equation or solve. The difference in the weights of two hamsters is 45. The first hamster is 3 more pounds than 3 times the second hamster’s weight. What are the two hamster’s weights? h = the second hamster

5 - $200 500 = 30m m = number of months Write an equation to represent the following situation. You do NOT need to solve your equations. Id your variable. You are planning on buying toys for your hamster. The toys cost $500. If you plan to save $30 per month, how long will you have to save in order to buy the toys? 500 = 30m m = number of months

5 - $300 Write an equation for the following situation. You don’t need to solve it. I have to buy food for my hamsters. One hamster gobbles three snacks and then I take them away and give him 2 per day. The other hamster gobbles 9 snacks and then I take them away and give him 1 per day. In how many days will my hamsters have eaten the same amount of treats? 3 + 2d = 9 + d

5 - $400 Write an equation and solve. The difference of two numbers is 45. The first number is 3 more than 3 times the second. What are the two numbers? (3n + 3) – n = 45 n = 21 The numbers are 21 and 66

5 - $500 Write and solve an equation. The difference in the weights of two hamsters is 45. The first hamster is 3 more pounds than 3 times the second hamster’s weight. What are the two hamster’s weights? The hamsters weigh 21 and 65 pounds. Those are some big hamsters.

Final Jeopardy No Final Jeopardy Question Sorry!