Using degrees, find the amplitude and period of each function. Then graph. 1) y = sin 3θ. 60°. 120°. 180°. 240°. |
Worksheet 15 KEY - Graphing Trigonometric Functions. 1. y = 3 sin(x). Period: 2π. Amplitude: 3. Phase Shift: 0. Vertical Shift: 0 x y π. 2 π. 3π. 2. 2π. -3. 3. |
List the period, midline, minimum and maximum of each trigonometric function. Sketch the graph. 6) y = 3sin (2x - p) - 1. 7) y = 4cos (1. |
Find the amplitude, the period in radians, the phase shift in radians, the vertical shift, and the minimum and maximum values. Then sketch the graph using ... |
. Worksheet by Kuta Software LLC. -2-. Graph each function using radians. 9) y = 2sec q. 2. 10) y = 4tan 2q. 11) y = 1. 2. × cot q. 3. 12) y = 2csc q. 2. 13) y ... |
18 сент. 2017 г. · Objective(s):. Students will be able to graph trigonometric functions by finding the amplitude and period of variation of the sine cosine and. |
Section 6.4 – Practice Problems. 1. Which function listed below, matches the details described in the columns. Graph. A. B. C. D. E. F. Amplitude. 2. 3. 2. 3. 3. |
On the grid below, graph at least one cycle of f(t) that includes the y-intercept of the function. Does the height of the nail ever reach 30 inches above the ... |
State the equations for the following graphs. Amplitude = ______. Period = ______. Phase Shift = ______. Equation (1) = (in terms of the cosine ... |
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