This document provides a review of concepts related to conic sections, including the standard form equations of circles, ellipses, hyperbolas, and parabolas. It also reviews exponential and logarithmic functions, including properties of exponents and logarithms, as well as exponential growth/decay models and compound interest formulas.

2. If you divide a power by a power, you _____________________ the exponents.

3. If you raise a power to a power, you _______________________ the exponents.

4. For a fraction exponent, the numerator is the ___________________ and the denominator is the ________________________.

5. What does a negative exponent mean?

6. For the graph of y=ex, what is the:

7. Domain d. behavior

8. Rangee. horizontal asymptote

9. y-interceptf. vertical asymptote

10. What is the equation for exponential growth/decay?

11. What is the equation for compound interest?

12. What is the equation for continuously compounded interest?

13. What are the four properties of logarithms?

18. The natural logarithm is the inverse of what function?

19. The base of the natural logarithm is _____________.

20. Simplify each expression:

21. 3x23x-2

22. w34∙4w22

23. 2a1/3a2b1/33

24. Find the balance for each account after 10 years if the interest is compounded (1) semi-annually, (2) quarterly, and (3) continuously.

25. $2500 invested at 6.5%

26. $6000 invested at 7.25%

27. $12,000 invested at 5.9%

28. Evaluate each expression.

29. log4116

30. log2 0.5

31. Solve each equation.

32. logx81=4

33. log33+log3x=log345

34. 2log64-13log627=log6x

35. Use natural logarithms to solve each equation.

36. 6x-2=30

37. 3x+1=42x

38. 94x=5x-4