Drawin g Tri g onometric Gra p hs. The Basic Graphs. You should already be familiar with the following graphs:. Y = SIN X. Y= COS X. Y = TAN X . Chan g in g Trigonometric Gra p hs. You should know how the following graphs differ from the basic trigonometric graphs:. Y= 2 SIN X.

By5.4: More Trigonometric Graphs . TSW understand the graphs of tangent, cotangent, secant, and cosecant, their periodicity, and their transformations at an 85% mastery level as demonstrated by discussion and practice. Periodic Properties. Tangent and Cotangent have period π:

ByIntroduction to Sine Graphs. Warm-up (2:30 m). For the graph below, identify the max, min, y- int , x- int (s), domain and range. Fill in the table below. Then use the points to sketch the graph of y = sin t. π. 2π. Reflection Questions. What is the max of y = sin t? What is the min?

ByWarm-Up Question. Evaluate each trigonometric function. 1) 2) 3) 4) 5) 6). Graph of Sine, Cosine, and Tangent Functions. Trigonometric Graphs, Identities, and Equations. Graph of y =sin( x ) and y = cos ( x ). Lesson: P.612. Graph of .

ByWarm-Up Question. Evaluate each trigonometric function. 1) 2) 3) 4). 5) What relationship between above four values could you deduce?. Trigonometric Identities. Trigonometric Graphs, Identities, and Equations. Fundamental Trig. Identities (1/3). Lesson: P.628.

ByTrigonometric Graphs. Period = 360 0. Period. Amplitude = 1. Amplitude. The horizontal extent of the basic pattern is called the period. Half of the vertical extent is called the amplitude. Period. Period = 360 0. Amplitude. Amplitude = 1. Period. Period = 180 0. Amplitude = undefined.

ByTrigonometric Graphs. Periodic Graphs. A graph with a repeating pattern is called periodic. Amplitude. Period. Amplitude = Height of function Period =Interval between repetitions. Trigonometric Graphs. Generating a sine wave. Trigonometric Graphs.

ByTrigonometric graphs. Don’t forget to label the axes!. y. 1. x. 0 o. 90 o. 180 o. 360 o. 270 o. -1. Graph of Sine. y = sin x. Plot the ‘special’ points!. General Form: y = a sin( b x)+ c. a affects the amplitude b affects the frequency (no. of cycles)

ByTrigonometric Graphs, Identities, and Equations. Advanced Algebra Chapter 14. Graphing Sine, Cosine, and Tangent Fucntions—14.1. The functions of sine an cosine shard the following:. The domain of each function is all real numbers The range of each function is Each function is periodic

ByMath III Accelerated. Chapter 14 Trigonometric Graphs, Identities, and Equations. Warm Up 14.2. Describe the translation of the graph of y = x 2 that produces the graph of the given function. 14.2 Translate and Reflect Trigonometric Graphs. Objective:

ByPre Calculus – Math Analysis. The activities in session are designed to familiarize you with the mathematics materials that you will use as the primary resource for your mathematics instructional program. Goals of the Training.

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