Using Transformations to Graph the Sine and Cosine
- Slides: 23
Using Transformations to Graph the Sine and Cosine Curves • The following examples will demonstrate a quick method for graphing transformations of
q. Example 1: Use transformations to graph the following function: • Basic Function:
q. Example 1: Use transformations to graph the following function: • Center Line:
q. Example 1: Use transformations to graph the following function: • Reflection in x-axis?
q. Example 1: Use transformations to graph the following function: • Amplitude: • Four units above and below the center line:
q. Example 1: Use transformations to graph the following function: • Beginning and ending points of one period:
q. Example 1: Use transformations to graph the following function: • Beginning and ending points of one period: Length of one period Beginning point (phase shift)
q. Example 1: Use transformations to graph the following function: • Beginning and ending points of one period: End point Beginning point (phase shift)
q. Example 1: Use transformations to graph the following function: • Begin point • End point
q. Example 1: Use transformations to graph the following function: •
q. Example 1: Use transformations to graph the following function:
q. Example 1: Use transformations to graph the following function: • Draw the curve through the points.
q. Example 2: Use transformations to graph the following function: • Basic Function:
q. Example 2: Use transformations to graph the following function: • Center Line:
q. Example 2: Use transformations to graph the following function: • Reflection in x-axis?
q. Example 2: Use transformations to graph the following function: • Amplitude: • Three units above and below the center line:
q. Example 2: Use transformations to graph the following function: • Beginning and ending points of one period:
q. Example 2: Use transformations to graph the following function: • Beginning and ending points of one period: Length of one period Beginning point (phase shift)
q. Example 2: Use transformations to graph the following function: • Beginning and ending points of one period: Beginning point (phase shift) End point
q. Example 2: Use transformations to graph the following function: • Begin point • End point
q. Example 2: Use transformations to graph the following function: •
q. Example 2: Use transformations to graph the following function:
q. Example 2: Use transformations to graph the following function: • Draw the curve through the points.
- Trig function transformations
- Sine cosine transformations
- Transformations of sine and cosine functions
- How to find period of cosine function
- Graph of sine and cosine functions
- Graph of sine and cosine functions
- Graph of sine and cosine functions
- Cosine graph reflection
- Graph of sine and cosine functions
- Sine rule for obtuse angles
- Practice 9-2 sine and cosine ratios answer key
- Sine and cosine law maze
- Sohcahtoa practice
- Graphing sine and cosine functions quiz
- Sin rule for sides
- 4-4 practice graphing sine and cosine functions
- Value of tan inverse
- Sine rule of triangle
- Sine word problem
- Sine cosine tangent
- Sine and cosine ratios
- 6-5 practice translations of sine and cosine functions
- Site:slidetodoc.com
- Trigonometry graph