T.1.b: Determine the product and quotient of complex numbers in trigonometric form.
T.1.d: Explain the addition formulas for sine and cosine and use them to prove (or simplify) other trigonometric functions.
T.2.b: Analyze properties of vectors and the effects of these properties on operations with vectors.
T.3.b: Identify and apply trigonometric identities.
T.3.c: Verify identities analytically and with technology.
T.4.b: Apply the six trigonometric functions in relation to a right triangle to solve real-world applications and problems in mathematical settings.
T.4.d: Recognize, sketch, and interpret graphs of the six trigonometric functions and include restrictions on their domain.
T.4.e: Model and apply right triangle formulas, Law of Sines, and Law of Cosines to problem-solving situations.
T.5.a: Find arc length and sector area of a circle.
T.5.b: Using graphs of functions of the form f(t) = A sin (Bt + C) or f(t) = A cos (Bt + C), interpret A, B, C in terms of amplitude, frequency, period, and phase shift.
Correlation last revised: 4/4/2018