2. Exponential Equation Exponential Equation (Jeopardy)

3. $500 $400 $300 $200 ExponentialGrowth $100 CompoundInterestExponentialDecayDistance/Midpoint Exponents

4. Find a bank account balance after 12 years if the account starts with $150, has an annul if the account starts with $150, has an annul rate of 7%. $100 $337.83

5. If the starting population of 5 rabbits grows at 200% each year, how many will there be after 20 years? $200 17,433,922,010 rabbits Or 1.74 x10^10

6. $300 The population of Henderson City was 3,381,000 in 1994, and is growing at an annual rate of 1.8%. If this growth continues, what will the population of Henderson City be in the year 2000. 3,762,979 people

7. A quantity of bacteria is places in a Petri Dish at 8:00 am. The bacteria doubles Once every 10 min. At 9:00am the dish is Full. At what time did the bacteria fill half Of the dish? 8:50 am $400

8. A watch purchased for $1,200 is expected To gain value at a rate of 5% per year. After how many years will the watch be Worth $1,800? 8.31 years $500

9. You invest $5,000 in an account at 1.6% interest compounded annually. How much money would you have after 15 years? $6,344.18 $100

10. You invest $5,000 in an account at 1.6% interest compounded quarterly. How much money would you have after 15 years? $6353.20 $200

11. You invest $345.21 in an account at 9% interest compounded weekly. How much money would you have after 9 years? You invest $345.21 in an account at 9% interest compounded weekly. How much money would you have after 9 years? $775.46 $300

12. You invest $900 in an account at 6.5% interest compounded semiannually. How much money would you have after 25 years? $400 $4,453.95

13. A teenager saved a small amount throughout The school year and now has $712. He can Choose from two different bank offers. The first is 5.3% compounded monthly, The second is compounded quarterly at 6% What account will yield the most money After 6 years? What is the difference in price? The first account. Difference: $39.94 $500

14. The value of a car is $258 and Decreases at a rate of 8% per year. Find Value of the book after 11 years. $103.11 $100

15. The value of a car is $25,800 and Decreases at a rate of 15% per year. Find Value of the car after 7 years. $8,270.89 $200

16. An adult takes 800mg of ibuprofen. Each Hour, the amount decreases by about 29%. How much ibuprofen is left After 4 hours? 203.29 mg $300

17. You drink coffee with 95mg of caffeine. Each hour, the caffeine in your system Decreases by 12%. How long until you 10mg of caffeine. 17.61 hours. $400

18. A car was purchased for $20,000. The car Depreciates by 22% each year. How long Will it take for the car to be worth $100? (you have to change your window) 21.32 years Or 21 years, 3 months, 25 days… $500

19. Find the distance between the Following two points. (2,15) and (5, 15) $100 3

20. Find the Midpoint A is at (−7,−7) B is at (−5,6). $200 (-6, -0.5)

21. Find the distance between the Following two points. (5,9) and (20,1) 17 $300

22. Find the distance between the Following two points. (5.7,9.2) and (9.1,15.9) 7.51 $400

23. (17,6) $500 Find Point B A is at (-7,-4) and point M is at (5,1). M is the midpoint of point A and point B

24. $100

25. $200

26. $300

27. $400

28. $500