Proving/Verifying and Using Trig Identities
Proving/Verifying and Using Trig Identities
This course is all about Proving/Verifying and Using Trig Identities.
Upon completing this course, you will understand how to prove the Reciprocal and Quotient Identities, Odd and Even Identities, Cofunction Identities, Pythagorean Identities, Sum and Difference Formulas, Double-Angle Identities, Power Reducing Identities, Half-Angle Identities, Product-to-Sum Formulas, and Sum-to-Product Formulas.
You will be able to use the above identities to verify other trig Identities, rewrite trig expressions, find the value of trig expressions, and solve trig equations.
Finally, you will understand how to prove that a trig equation is NOT an identity.
Section 1: The Reciprocal and Quotient Identities
Proof of the Reciprocal and Quotient Identities
Simplifying Trig Expressions Using the Reciprocal and Quotient Identities
The Reciprocal and Quotient Identities (Quiz)
Section 2: The Odd and Even Trig Identities
Proof of the Odd and Even Trig Identities
Verifying Trig Identities Using the Odd and Even Trig Identities
The Odd and Even Identities (Quiz)
Section 3: The Cofunction Trig Identities
Proof of the Cofunction Trig Identities
Verifying Trig Identities Using the Cofunction Trig Identities
Section 4: The Pythagorean Trig Identities
Proving the Pythagorean Trig Identities
Simplifying Trig Identities Using the Pythagorean Identities
Verifying Trig Identities Using the Pythagorean Identities
The Pythagorean Identities (Quiz)
Extra: Overview of Concepts (Hand-Written)
Extra: Tons of Problems Solved, Showing All Steps (Hand-Written)
Section 5: The Sum and Difference Formulas
Deriving the Sum and Difference Formulas for Sine and Cosine
Proving the Sum and Difference Formulas for Tangent and Cotangent
Verifying Trig Identities Using the Sum and Difference Formulas
Finding the Exact Value of Trig Functions Using the Sum Identities
The Sum and Difference Formula (Quiz)
Extra: Overview of Concepts (Hand-Written)
Extra: Tons of Problems Solved, Showing All Steps (Hand-Written)
Section 6: The Double Angle Formulas
Proving the Double Angle Identities
Verifying Trig Identities Using the Double Angle Formulas
The Double-Angle Identities (Quiz)
Extra: Overview of Concepts (Hand-Written)
Extra: Tons of Problems Solved, Showing All Steps (Hand-Written)
Section 7: The Power Reducing and Half-Angle Identities
Proving the Power Reducing and Half-Angle Identities
Using the Power-Reducing Identities to Rewrite Trig Expressions
Using the Half Angle Identities to Find the Exact Value of Trig Expressions
Using the Half-Angle Trig Identities to Find the Exact Value
The Power Reducing and Half-Angle Identities (Quiz)
Extra: Overview of Concepts (Hand-Written)
Extra: Tons of Problems Solved, Showing All Steps (Hand-Written)
Section 8: The Product-to-Sum Formulas
Proving the Product-to-Sum Trig Formulas
Using the Product-to-Sum Identities to Rewrite Trig Expressions
The Product-to-Sum Formulas (Quiz)
Section 9: The Sum-to-Product Formulas
Proving the Sum to Product Trig Formulas
Using the Sum-to-Product Identities to Solve Trig Equations
The Sum-to-Product Formulas (Quiz)
Section 10: Disproving Identities
Proving that a Trig Equation is NOT an Identity
Disproving Identities (Quiz)
For each topic, you are given:
1. An reading (attached as a resource) explaining concepts, details, and the example that is used in the video.
2. A video showing a visual of the example in the reading.
If you watch each video and follow the associated reading, you will have a good understanding for proving/verifying and using trig Identities.
I hope that I can assist you on your math journey!
Sincerely,
MathAngel369
How to Prove/Verify and Use Trig Identities
Url: View Details
What you will learn
- How to Prove the Reciprocal and Quotient Identities
- How to Simplify Trig Expressions Using the Reciprocal and Quotient Identities
- How to Prove of The Odd and Even Trig Identities
Rating: 5
Level: All Levels
Duration: 3.5 hours
Instructor: MathAngel369 .
Courses By: 0-9 A B C D E F G H I J K L M N O P Q R S T U V W X Y Z
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