4. Algebra Jeopardy 100 300 500 300 500 100 300 500 100 300 500 100 300 500 One and Two Step Multi-Step Two Sided Equations Ratio/Prop ortion Percents FINAL

5. Solve. Show All Work x – 4 = 3 One and Two Step- 100 x = 7 ===

6. One and Two Step- 300 === n = 18 Solve. Show All Work. n/3 – 4 = 2

7. One and Two Step- 500 === An Internet company advertises Internet service for $0.03 per minute plus a monthly fee of $29.95. If your bill for one month was $38.95, find the number of minutes you used. Write an equation and solve. 300 minutes

8. Multi-Step Equations - 100 Solve. Show All Work. 3w + 4w – 2 = 12 w = 2 ===

9. Multi-Step Equations - 300 === Solve. Show All Work. -48 = 6(v + 2) V = -10

10. Multi-Step Equations - 500 === Solve. Show All Work. 7(p – 3) + 8 = 43 p = 8

11. Two Sided Equations - 100 === Solve. Show All Work. 16 – 2m = 5m + 9 m = 1

12. Two Sided Equations - 300 === Solve. Show All Work. 3(2y – 5) = 6y - 7 No solution

13. Two Sided Equations - 500 === Fourteen less than five times a number is three times the number. Write and equation and solve to find the number. 5x – 14 = 3x, x = 7

14. Ratio/Proportions - 100 === You know that 5 pizzas will feed 20 people. How many pizzas do you need to feed 88 people? 22 pizzas

15. Ratio/Proportions - 300 === The label on a can of paint states that one gallon will cover 560 square feet. How many gallons of the paint are needed to cover 1400 square feet? 2.5 gallons

16. Ratio/Proportions - 500 === A map has a scale of 1 cm: 12 km. The distance between two cities on the map is 8.6 cm. What is the actual distance between the two cities? 81.6 km

17. Percents - 100 === 14 is 40% of what number? 35

18. Percents - 300 === 6% Find the percent What is the tax rate if a $24 item has a tax of $1.44?

19. Daily Double - Percents === Julia deposits 20% of her paycheck in her savings account. She then deposits 60% of the remaining money in her checking account. She deposited $108.24 in her checking account. How much did she deposit in her savings account? $45.10

20. FINAL JEOPARDY! There are 3 pumps that can fill a pool. Pump 1 takes 6 hours. Pump 2 takes 4 hours. Pump 3 takes 8 hours. How long would it take to fill the pool if all three pumps are running? 1.84 hours