Exponential and Logarithmic Functions

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Across
  1. 5. The exponential function given by f(x) = e^x.
  2. 10. The __ property states that log (uv) = log u + log v.
  3. 11. The ___ property of logarithms and exponentials states that the base a log of a^x = x and that a^(base a log of x) = x.
  4. 12. The inverse function of the exponential function given by f(x) = a^x is called the ___ function, and has base a.
Down
  1. 1. The __ property states that ln u^n = n ln u.
  2. 2. The ___ property of logarithms states that if log x = log y, then x = y
  3. 3. The __ property states that log (u/v) = log u - log v.
  4. 4. The ___ logarithmic function has base e and is expressed by f(x) = ln x.
  5. 6. Exponential and logarithmic functions are examples of ___ functions.
  6. 7. Polynomials and rational functions are examples of ____ functions.
  7. 8. An __ solution is one that does not satisfy the original equation.
  8. 9. The ___ logarithmic function has base 10 and is expressed by f(x) = log x.
  9. 13. To evaluate a logarithm to any base, you can use the __ of base formula.