'Basic trigonometric functions' diaporamas de présentation

The Unit Circle

The Unit Circle. Unit Circles : A unit circle typically has three features:. A coordinate plane. A circle with its center at the origin and a radius of 1 unit. An angle in standard position that intersects the circle. Standard Position. Of an angle when the vertex is at the origin.

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CHAPTER 5 SECTION 5.2 THE NATURAL LOGARITHMIC FUNCTION: INTEGRATION

CHAPTER 5 SECTION 5.2 THE NATURAL LOGARITHMIC FUNCTION: INTEGRATION. Theorem 5.5 Log Rule for Integration. Theorem:. Theorem:. Using Long Division Before Integrating. Use of the log rule is often in disguised form Do the division on this integrand and alter it's appearance.

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Math Reminder

Math Reminder. Reference Fran Bagenal http://lasp.colorado.edu/~bagenal/MATH/main.html. Tips for Solving Quantitative Problems:. Understand the concept behind what is being asked, and what information is given. Find the appropriate formula or formulas to use.

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3.5 Derivatives of Trigonometric Functions

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Trigonometry Section 4.2

Trigonometry Section 4.2. Trigonometric Functions: The Unit Circle. Definitions of Trig Functions on Unit Circle. Sin t Cos t Tan t Csc t Sec t Cot t These are only true when r=1; we will generalize to any radius r in section 4.4. ASTC on Unit Circle.

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