'Special angles' presentation slideshows

Chapter 4 Vocabulary

Chapter 4 Vocabulary. Section 4.1 vocabulary. An angle is determined by a rotating ray (half-line) about its endpoint. . The starting point of the ray is the initial side of the angle. . The position of the ray after the rotation is the terminal side of the angle. .

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Pre Calculus Review

Pre Calculus Review. By Kevin Young and Chris Haas. Parent Functions. Y=X Y= cosx Y =X^2 Y=1/X Y=X^3 Y= e^X Y= sinX Y= ln^X. Symmetry. Odd Symmetry Odd symmetry is when the function has symmetry with respect to the origin. Even Symmetry

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Warm-Up

Warm-Up. Draw the Unit Circle on a sheet of paper and label ALL the parts. DO NOT LOOK AT YOUR NOTES ?. So far, in our study of trigonometric functions we have: defined all of them learned how to evaluate them

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overage minutes & downloading ringtones b/c those sections are larger

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Counting Techniques and Some Other Math Team Strategies

Counting Techniques and Some Other Math Team Strategies. Susan Schwartz Wildstrom Walt Whitman High School Bethesda, MD NCTM National Meeting April 6, 2001 Orlando, FL. COUNTING. Review of familiar ideas

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Chapter 4

Chapter 4. Section 3 Right triangle trigonometry. Objectives. Evaluate trigonometric functions of acute angles Use fundamental trigonometric identities Use trigonometric functions. Right triangles. Trigonometry depends on the meaning of similar figures.

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PCB Design for 1 Gbps

PCB Design for 1 Gbps. ECE 4006 Dr Brooke. Overview. What signals are being routed? How can you route those signals? How to apply routing to PCB? PCB design techniques. Signals being routed. High Frequency Sensitive Analog (e.g., IN from PD)

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ACTION PLAN

ACTION PLAN. MOHAMMAD ZOHAIB The City School GULSHAN BOYS CAMPUS SENIOR-I MATHEMATICS. LONG TERM GOAL. Enhance 21 st Century Approaches in Teaching Mathematics*. S H O R T T E R M G O A L S. Emphasis on mental Mathematics skills, to enhance higher - order thinking.

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9.2 Define General Angles and Use Radian Measure

9.2 Define General Angles and Use Radian Measure. What are angles in standard position? What is radian measure?. Angles in Standard Position.

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Cinematic Points of View

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Section 5.2 Notes

Section 5.2 Notes. In this lesson, you will learn how to find the exact value of the sin, cos, and tan of any special angle of the unit circle.

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Chapter 8: Trigonometric Functions And Applications

Chapter 8: Trigonometric Functions And Applications. 8.1 Angles and Their Measures 8.2 Trigonometric Functions and Fundamental Identities 8.3 Evaluating Trigonometric Functions 8.4 Applications of Right Triangles 8.5 The Circular Functions 8.6 Graphs of the Sine and Cosine Functions

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Trigonometry Review

Trigonometry Review. radians, so radians. To convert from degrees to radians, multiply by. To convert from radians to degrees, multiply by. Angle Measurement. r=1. Special Angles. ?/2. ?/3. 3?/4. 2?/3. ?/4. 5?/6. ?/6. ?. 0. 3 ?/2. r=1.

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TF.02.2 - Trigonometric Ratios of Special Angles

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7.3 Addition & Subtraction Formulas

7.3 Addition & Subtraction Formulas. 1. Special Angles, Co-functions & Quadrants. 2. Addition & Subtraction Formulas. 3. Practice Problems. Special Angles. Special Angles (Cont.). Cofunctions. Signs of Trigonometric Functions. Addition & Subtraction Formulas.

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Cinematic Points of View

619 views • 10 slides

Trigon function

Al- Wakra Secondary Independent Girls School. Science department. Trigon function. Name : Alaa Jalal & Somaia Fadile & Riham Sobhy Grade : 12 Class : 1 Subject : Math Title: : Trigon Supervisor : Miss. Sabah Rajab The date of submission : 5-5-2010.

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Trigon function

Al- Wakra Secondary Independent Girls School. Science department. Trigon function. Name : Alaa Jalal & Somaia Fadile & Riham Sobhy Grade : 12 Class : 1 Subject : Math Title: : Trigon Supervisor : Miss. Sabah Rajab The date of submission : 5-5-2010.

248 views • 10 slides

Calculus Day 1 Recall from last year ? one full rotation = 360 0

Calculus Day 1 Recall from last year ? one full rotation = 360 0 Which we now also know = 2? radians Because of this little fact ? we can obtain a lot of little special angles and their radian measure equivalence 30 0 = ? 45 0 = ? 60 0 = ?

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Trigonometric Ratios in Right Triangles

Trigonometric Ratios in Right Triangles. SOH-CAH-TOA. Trigonometry. The ratios of the sides of a right triangle can be used to define the TRIGONOMETRIC RATIOS . TRIGONOMETRIC RATIOS. RECIPROCAL TRIGONOMETRIC RATIOS. TRIG VALUES for SPECIAL Angles. COFUNCTIONS. Complementary Angles.

312 views • 6 slides