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Partner practice

WhiteBoard. Partner practice. Chapter 8 Review. DRAW -The basic shape of the graph of a linear equation -The basic shape of the graph of an exponential equation. Chapter 8 Review. Draw. Chapter 8 Review. Use the following Table to WRITE the equation of the function. Chapter 8 Review.

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Partner practice

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  1. WhiteBoard Partner practice Chapter 8 Review

  2. DRAW -The basic shape of the graph of a linear equation -The basic shape of the graph of an exponential equation Chapter 8 Review

  3. Draw Chapter 8 Review

  4. Use the following Table to WRITE the equation of the function Chapter 8 Review

  5. Use the following Table to WRITE the equation of the function Chapter 8 Review

  6. Use the following Table to WRITE the equation of the function Chapter 8 Review

  7. Use the following Table to WRITE the equation of the function Chapter 8 Review

  8. Simplify Chapter 8 Review

  9. Simplify Chapter 8 Review

  10. Simplify Chapter 8 Review

  11. Simplify Chapter 8 Review

  12. Simplify Chapter 8 Review

  13. Simplify Chapter 8 Review

  14. Simplify Chapter 8 Review

  15. Simplify Chapter 8 Review

  16. Simplify Chapter 8 Review

  17. Simplify Chapter 8 Review

  18. Simplify Chapter 8 Review

  19. Simplify Chapter 8 Review

  20. Simplify Chapter 8 Review

  21. Simplify Chapter 8 Review

  22. Simplify Chapter 8 Review

  23. Simplify Chapter 8 Review

  24. Exponential Growth or Decay? Chapter 8 Review

  25. Exponential Growth or Decay? Chapter 8 Review

  26. Exponential Growth or Decay? Chapter 8 Review

  27. Exponential Growth or Decay? Chapter 8 Review

  28. Exponential Growth or Decay? Chapter 8 Review

  29. Exponential Growth or Decay? Chapter 8 Review

  30. Answer the following exponential growth/decay problem You deposit $5,000 in an account that pays 5.25% interest compounded yearly. What will the account balance be in 20 years? Chapter 8 Review

  31. Answer the following exponential growth/decay problem You deposit $5,000 in an account that pays 5.25% interest compounded yearly. What will the account balance be in 20 years? Chapter 8 Review

  32. Answer the following exponential growth/decay problem The population at LTHS has been decreasing by 10% each year. In 2003, there were about 1800 students at LT. What will be the population in the year 2013? Chapter 8 Review

  33. Answer the following exponential growth/decay problem The population at LTHS has been decreasing by 10% each year. In 2003, there were about 1800 students at LT. What will be the population in the year 2013? Chapter 8 Review

  34. If the amount of money you have in a saving account can be modeled by the equation y = 3250(1.03)t . How much money did you put in the account to begin and what percent is the account growing by? Chapter 8 Review

  35. If the amount of money you have in a saving account can be modeled by the equation y = 3250(1.03)t . How much money did you put in the account to begin and what percent is the account growing by? Chapter 8 Review

  36. Using the equation from the last problem: y = 3250(1.03)t . Determine how long it would take for your account to grow over 5000 dollars. Chapter 8 Review

  37. Using the equation from the last problem: y = 3250(1.03)t . Determine how long it would take for your account to grow over 5000 dollars. Chapter 8 Review

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