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Advanced Techniques in Trigonometric Graphing and Identities

Advanced Techniques In Trigonometric Graphing And Identities

Enhance your understanding of trigonometric functions with this focused assessment. Master graphing techniques for sin, cos, tan, and their reciprocals, delve into phase shifts, identities, and solve complex equations. Ideal for...

Questions: 8 | Attempts: 11 | Last updated: Sep 13, 2025

Sample Question 1
What determines the period of the function y=a sin(bx+c)+d

Period is equal to c

Period is equal to a

Period is equal to d

Period is equal to b

Sample Question 2
What is the Phase Shift formula for a graph?

C. Phase shift= -b/c

For all equations: y=asin(orcos,tan...)(bx+c)+dPhase shift= -c/b

B. Phase shift= -a/c

A. Phase shift= -d/b

Sample Question 3
How can you graph sine functions?

A sine graph starts at (0,0), oscillates, and has zeros at multiples of π/b.

Use a scatter plot for representation

Draw a straight line through the origin

Always start from the highest point on the graph