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13 Nov 2019
What is happening when the constant 'a' is increased?
How do you find the domain, period and phase shift of this type of trig function?
Thanks
3. Parametric Equation investigation. A graph is described by the following parametric equations x = 2sin(t+cos(at)) y 2cos(t+sin(at)) Plot this equation for values of a-2, a-10, a-20, a=50. Plot the equations on the same page in a 2x2 matrix. You need to decide what values of t to use. In a separate word document, LastName_FirstName_HExam_P3, describe the effect of increasing the constant a. Also describe how you chose your domain.
What is happening when the constant 'a' is increased?
How do you find the domain, period and phase shift of this type of trig function?
Thanks
3. Parametric Equation investigation. A graph is described by the following parametric equations x = 2sin(t+cos(at)) y 2cos(t+sin(at)) Plot this equation for values of a-2, a-10, a-20, a=50. Plot the equations on the same page in a 2x2 matrix. You need to decide what values of t to use. In a separate word document, LastName_FirstName_HExam_P3, describe the effect of increasing the constant a. Also describe how you chose your domain.
Deanna HettingerLv2
28 Feb 2019