Graph the Cosecant, Secant and Cotangent Functions and any transformations of it. Find the exact value of an Inverse Trigonometric Function Find the approximate value of an Inverse Trigonometric Function Analytic Trigonometry (8 days) Be able to establish a trigonometric identity B. Use sum & difference formulas to find exact values and establish identities C. Use double and half angle formulas to find exact values and establish identities D. Use product to sum formulas and sum to product formulas E. Solve Trigonometric Equations using all trig identities V. Applications of Trigonometry (8 days) A. Solve right triangles (direct and application problems) Use the Law of Sines to solve SAA, ASA and SSA triangles Use the Law of Cosines to solve SAS and SSS triangles Find the area of SAS and SSS triangles using the appropriate formulas for each scenario Determine the amplitude and period of sinusoidal functions Find the equation of a sinusoidal graph Determine the phase shift of a sinusoidal graph Graph sinusoidal functions VII. Polar Coordinates (4 days) A. Plot points using polar coordinates Convert between polar and rectangular coordinates Graph and identify polar equations by converting to rectangular equations Graph polar equations using a graphing utility VI. Exponential and Logarithmic Functions (8 days) A. Composite & Inverse Functions B. Evaluate & graph exponential functions Change exponential expressions to logarithmic expressions Change logarithmic expressions to exponential expressions Evaluate logarithmic functions Use the change of base formula to evaluate logarithms Solve logarithmic equations using properties of logarithms Solve exponential equations Solve compound interest problems Solve exponential growth and decay problems Solve Newton’s Law of Cooling Problems
Graph the Cosecant, Secant and Cotangent Functions and any transformations of it. Find the exact value of an Inverse Trigonometric Function Find the approximate value of an Inverse Trigonometric Function Analytic Trigonometry (8 days) Be able to establish a trigonometric identity B. Use sum & difference formulas to find exact values and establish identities C. Use double and half angle formulas to find exact values and establish identities D. Use product to sum formulas and sum to product formulas E. Solve Trigonometric Equations using all trig identities V. Applications of Trigonometry (8 days) A. Solve right triangles (direct and application problems) Use the Law of Sines to solve SAA, ASA and SSA triangles Use the Law of Cosines to solve SAS and SSS triangles Find the area of SAS and SSS triangles using the appropriate formulas for each scenario Determine the amplitude and period of sinusoidal functions Find the equation of a sinusoidal graph Determine the phase shift of a sinusoidal graph Graph sinusoidal functions VII. Polar Coordinates (4 days) A. Plot points using polar coordinates Convert between polar and rectangular coordinates Graph and identify polar equations by converting to rectangular equations Graph polar equations using a graphing utility VI. Exponential and Logarithmic Functions (8 days) A. Composite & Inverse Functions B. Evaluate & graph exponential functions Change exponential expressions to logarithmic expressions Change logarithmic expressions to exponential expressions Evaluate logarithmic functions Use the change of base formula to evaluate logarithms Solve logarithmic equations using properties of logarithms Solve exponential equations Solve compound interest problems Solve exponential growth and decay problems Solve Newton’s Law of Cooling Problems
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