Precalculus - Midterm Exam Review

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0:21 - Problem #1 - Find the domain of a square root function in set notation and interval notation.
2:17 - Problem #2 - Find the domain of a rational function in set notation and interval notation.
3:52 - Problem #3 - Finding the Difference Quotient for a quadratic function.
6:43 - Problem #4 - Answer questions regarding the graph of a function.
11:11 - Problem #5 - Find the average rate of change from a to b.
13:08 - Problem #6 - Determine the Quadratic Function given its vertex and a point on the graph.
16:37 - Problem #7 - Answer questions regarding a Quadratic Function.
24:18 - Problem #8 - Solve an applied problem involving a Quadratic Function.
31:37 - Problem #9 - Solve an Exponential Equation using the method of common bases.
33:56 - Problem #10 - Solve an Exponential Equation with base e.
36:11 - Problem #11 - Solve a Logarithmic Equation with Natural Logarithms.
38:47 - Problem #12 - Solve a Logarithmic Equation that requires properties of logarithms.
45:26 - Problem #13 - Solve a Logarithmic Equation for a specified variable.
47:46 - Problem #14 - Find Trigonometric ratios given a point on the terminal side of theta.
50:04 - Problem #15 - Find Trigonometric rations given one Trigonometric ratio and the quadrant in which theta lies.
52:16 - Problem #16 - Find the Amplitude, Period, and Phase shift of a sinusoidal function, then graph two periods of the function.
57:05 - Problem #17 - Find the Period, Domain, and Range of a Secant or Cosecant function, then graph two periods of the function.
1:03:51 - Problem #18 - Find the Period, Domain, and Range of a Tangent or Cotangent function, then graph two periods of the function.
1:09:55 - Problem #19 - Find the exact value of the Trigonometric Expression involving inverse Trigonometric Functions.
1:11:42 - Problem #20 - Solve a Trigonometric Equation.
1:15:51 - Problem #21 - Prove a Trigonometric Identity.