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Lesson 66
1.
66. Formulas for Systems Equations, Phase Shifts and Period Changes.notebook April 18, 2013 66. Formulas for Systems of Equations, Phase Shifts and Period Changes a 1x + b 1y = c 1 a 2x + b 2y = c 2 Solve for x.
2.
66. Formulas for Systems Equations, Phase Shifts and Period Changes.notebook April 18, 2013 Use the formula we found previously to solve the system for x. 3x + 2y = 8 4x + 5y = 3 a1 x + b1 y = c1 a2 x + b2 y = c2
3.
66. Formulas for Systems Equations, Phase Shifts and Period Changes.notebook April 18, 2013 If the period of a sinusoid is different than 2π or 360 o, we find the coefficient by dividing by the period. Coefficient = 360 o or Coefficient = 2π period
period y = A + B sin C(θ D) y = A + B cos C(θ D) value of center line amplitude 360o period phase angle
4.
66. Formulas for Systems Equations, Phase Shifts and Period Changes.notebook April 18, 2013 Write both the sine and cosine equations of this sinusoid. Scan p 424
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