Periodic properties of trig functions
[DOC File]A Conceptual Analysis of Trigonometric Functions
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properties * write equations of ellipses and draw an ellipse having certain. properties ... Graphing Trig Functions. A. Periodic functions and symmetry. B. Graphs of sine and cosine functions. C. Amplitude and period. D. Phase and vertical shift. E. Graphs of tangent and cotangent functions.
Properties of The Six Trigonometric Functions
PROPERTIES: FUNCTION DOMAIN RANGE. sinθ, cosθ all reals [-1, 1] ... sec t = 1 / cos t csc t = 1 / sin t cot t = 1 / tan t. Periodic Functions: A function if said to be periodic if . for all θ in the domain of f. The smallest number p for which f is periodic is called the ... We can use this idea to evaluate trig functions of …
[DOCX File]-Algebra II Unit 2: Trigonometric Functions
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5.3: Properties of Trig. Functions . ... Then, define the (circular) trigonometric functions of by. Periodic Functions and Period. A function f is periodic if and only if there is a positive real number p such that, for every real number , if is in the domain of f then (1) so is + p and (2) f( + p) = f( ). ...
[DOC File]6.2 TRIG FUNCTIONS -- UNIT CIRCLE
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Building on their previous work with functions, and on their work with trigonometric ratios and circles in Geometry, students now use the coordinate plane to extend trigonometry to model periodic phenomena.
[DOC File]ADVANCED ALGEBRA/TRIGONOMETRY
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Equations of Trig Functions. Modeling Periodic Functions. F) Exponential Functions. Rational Exponents. Simplifying Expressions with Exponents. Properties/Graphs of Exponential Functions. Transformations. Exponential Growth. Exponential Decay. G) Discrete Functions. Arithmetic Sequences. Geometric Sequences. Recursive Formulas.
COURSE TITLE: Advanced Mathematics and Trigonometry
This course will begin with a review of right triangle concepts and radical properties before moving to the trigonometric functions and angles in standard position. We will study the trig functions, beginning with SOHCAHTOA, the graphs of each of the trigonometric functions, the Unit Circle, and oblique triangles.
[DOC File]MCR 3U1 – FUNCTIONS AND RELATIONS
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12. A student attaches one end of a rope to a wall at a fixed point 3 feet above the ground, as shown in the accompanying diagram, and moves the other end of the rope up and down, producing a wave described by the equation y=a sin bx+c .The range of the rope’s height above the ground is between 1 and 5 feet. The period of the wave is 4π .State the values of a, b, and c and write an equation ...
[DOC File]Lesson plan
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2.10.11 A. Use graphing calculators to display periodic and circular functions; describe properties of the graphs. 2.10.11 B. Identify, create and solve practical problems involving right triangles using the trigonometric functions and the Pythagorean Theorem.
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