Amplitude of trig function

    • [DOC File]Graphs of Trig Functions – More Practice

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      1) Explain in words the difference between each graph below and the graph of . a) b) c) d) e) 2) Identify the amplitude, frequency, period, and phase shift of each ...

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    • [DOC File]Pre-Calculus/Trig 3

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      Worksheet – Graphing Trig Functions. Find the amplitude and period or each function. Amplitude Period Amplitude Period. 1. _____ _____ 6.

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    • Algebra II/ Trig Honors Graphing Trig Functions Review ...

      Graphing Trig Functions Review Worksheet. Give the period, amplitude, and quarter points for each graph (use radians). DO NOT GRAPH!! 1. y = 3 sin (2x) 2. y = -4 cos 3. y = 5 sin . 4. y = 7 cos - 1 5. y = 4 tan 6. y = -2 cot . Write an equation of the given trigonometric functions having the specified characteristics

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    • [DOC File]PRECALCULUS PROJECT

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      For each trig function, determine the amplitude, period, phase (horizontal) shift, and vertical shift, and list these on the back of the poster. Indicate if the phase shift is left or right, and if the vertical shift is up or down. Label appropriate x-axis and y-axis values. Plot enough values to give you nice, smooth curves for the trig ...

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    • [DOC File]Outline Trig Functions

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      a. Write a model for the temperature T in Thermos on New Year's Day as a function of time t measured in hours after the hottest part of the day. (Hint: you should figure out amplitude, angular frequency, vertical shift, and which trig function is most appropriate.) b. When will the temperature be 10°? c.

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    • Amplitude and Period for Sine and Cosine Functions Worksheet

      Give the amplitude and period of each function graphed below. Then write an equation of each graph. 10.11. 4 –4. 4. 2 –2 –4 –3. 3. 2 ...

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    • [DOC File]Amplitude and Period for Sine and Cosine Functions Worksheet

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      Mixed Review: Equations & Graphing of Trig Functions. Determine the amplitude, period, and vertical shift of each function. 1. y = sin 4x 2. y = cos 5x - 4 3. y = 2 sin x - 3. 4. y = –4 sin 3x + 2 5. y = 2 sin (–4x) 6. y = 3 sin x + 1. Give the amplitude, period, and vertical shift of each function graphed below. Then write an equation of ...

      find the amplitude


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