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# Secant & Cosecant Transformations, Instruction + 6 Assignments for Power Point

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This activity is done in degrees

There are 7 Power Points in this zip folder. 2 are for instruction and 5 are assignments. A brief description of each:

Instruction Power Point #1 is an 11 slide Power Point Presentation. The 4 key concepts of secant/cosecant graphs are discussed. These concepts are:
1. Local Maximums
2. Local Minimums
3. Asymptotes with a local min on its left and a local max on its right
4. Asymptotes with a local max on its left and a local min on its right

Instructional Power Point #2 is 28 slides and it relates y=secx to the following:
1. y=-2+secx
2. y=2secx
3. y=sec2x
4. y=sec(x-50)
Computer models of y=secx and the above transformations are used to illustrate the transformations.

Power Point Assignment #1 is 24 questions. The student is given 4 graphs and has to identify the following for each graph:
1. The vertical shift
2. The vertical stretch
3. The period
4. The horizontal stretch factor
5. The phase angle if a transformation of y=secx
6. The phase angle if a transformation of y=cscx
It is on 1 page for easy printing.

Power Point Assignments #2 and #3 are in the same file.
Assignment #2 is 10 Sec graphs. The student must use transformations to write an equation of each. It is on 1 page for easy printing.

Assignment #3 is 10 Csc graphs. The student must use transformations to write an equation of each. It is on 1 page for easy printing.

Power Point Assignment #4 is 24 questions. The student is given 4 graph sand has to identify the following for each graph:
1. The vertical shift
2. The vertical stretch
3. The period
4. The horizontal stretch factor
5. The phase angle if a transformation of y=secx
5. The phase angle if a transformation of y=cscx

Power Point Assignment #5 is 10 graphs. 5 graphs are for the student to write an equation as a transformation of y=secx and the other 5 are for a transformation of y=cscx. It is on 1 page for easy printing.

Power Point Assignment #6 is a 32 question assignment. 4 graphs are given and the student must answer the following for each graph:
1. Vertical shift
2. Vertical stretch
3. Period
4. Horizontal stretch
5. Phase angle if a transformation of y=secx
6. Phase angle if a transformation of y=cscx
7. Phase angle if a transformation of y=-secx
8. Phase angle if a transformation of y=-cscx
It is on 1 page for easy printing

Solutions are provided.

Thank you for looking
Total Pages
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Teaching Duration
4 Days

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