| Logarithms and Exponentials | Trigonometry 1 | Trigonometry 2 | Inverses | Misc. |
|---|---|---|---|---|
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What is (a^m)/(a^n) = a^(m-n)
What is the Quotient Rule for exponentials?
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What is degrees/180 = radians / pi
What is the formula to convert between degrees and radians?
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What is all real numbers except 0.
what is the domain of tan t?
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What is they undo each other.
What is the relationship between a function and it's inverse?
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What is brackets mean that the number is included and parenthesis mean that everything is included up to that point but not that point.
Explain the difference between brackets and parenthesis in interval notation.
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What is log m^n = nlogm
What is the power rule for logs?
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What is.....
Name one of the Pythagorean identities
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What is it stays the same.
What happens to sec t = 1/x when you make t negative?
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What is f inverse.
What does f^-1 (x) mean?
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What is the slope.
What does the average rate of change find in linear functions?
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What is a log with a base of e.
What is a natural log?
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What is the domain is negative infinity to positive infinity and the range is [-1,1].
what are the domain and range for cosine and sine?
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What is cos t= x/r
sec t= r/x csc t= r/y
What are the right triangle definitions of cos t, sec t, and csc t?
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What is y=x
The graph of a function and it's inverse are always reflected over what line.
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What is positive if increasing and negative if decreasing.
When is the rate of change positive? negative?
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What is log (m/n) = log m - log n
What is the quotient rule for logs?
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What is tan t = y/x
cot t = x/y
What are the definitions of tan t and cot t?
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What is (tan t)^2 +1 = (sec t)^2
(sin t)^2 + (cos t)^2 = 1 1 + (cot t)^2 = (csc t)^2
What are the 3 Pythagorean identities?
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What is you switch x and y and then solve for y.
What is the method for finding the inverse?
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What is A = P(1+(r/n))^nt
What is the compound interest formula?
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What is (a^m)^n = a^(mxn)
(ab)^m = (a^m)(b^m) (a/b)^m = (a^m) / (b^m) where b is nonzero
What are the power rules for exponentials?
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What is sec t = 1/x
csc t = 1/y
What are the definitions of sec t and csc t?
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What is for the angle in standard position, the reference angle is the positive acute angle made by the terminal side and the x axis.
What is the definition of a reference angle in your own words?
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What is you restrict the domain.
What do you do to a non one to one function in order to find its inverse?
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What is Ae^kt
What is the continuous growth or decay formula?
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