Graphs of sinx, cosx and tanx

Sep 13, 2014

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Graphs of sinx, cosx and tanx. Trigonometry. Graph of sinx. Graph of cosx. Graph of tanx.

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Graphs of sinx, cosx and tanx

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Graphs of sinx, cosx and tanx Trigonometry
Graph of sinx
Graph of cosx
Graph of tanx

GRAPHS OF

GRAPHS OF. SINE AND COSINE FUNCTIONS. y. 1. x. - 1. We are interested in the graph of y = f ( x ) = sin x. Start with a "t" chart and let's choose values from our unit circle and find the sine values. plot these points. x y = sin x.

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Bar Graphs and Line Graphs

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Bar Graphs and Line graphs

Bar Graphs and Line graphs. Graphs. A Graph is used to display data shown in a table. It is easier to see data when it is displayed in a graph. A BAR GRAPH is used to compare categories of data. A LINE GRAPH is used to show how data changes over time .

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Bar Graphs and Line Graphs

Bar Graphs and Line Graphs. 2.7. Bar Graph. A bar graph uses vertical or horizontal bars to display numerical information. Bar graphs can be used to compare amounts. Choose an appropriate scale (with regular intervals). The bars should have the same width. Histogram.

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Graphs of Sine and Cosine

Graphs of Sine and Cosine. Part 3. Amplitude. Phase shift. Vertical shift. Period. You can combine the transformations of trigonometric functions. Use the values of a , b , h , and k to identify the important features of a sine or cosine function. y = a sin b ( x – h ) + k.

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Graphs of Sine and Cosine

Graphs of Sine and Cosine. Warm Up Evaluate. 1 . 2. 3. 4. 0.5. 0. 0.5. Find the measure of the reference angle for each given angle. 5. 145°. 5. 317°. 35°. 43°. Objective. Recognize and graph periodic and trigonometric functions.

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sinx + circle

sinx + circle. 0. -360. -180. -270. -90. 270. 360. 180. 90. -450 o. -270 o. -90 o. 0 o. 90 o. -360 o. -180 o. 450 o. 180 o. 360 o. 270 o. 0. -270. -90. -180. 270. 90. 180. -360. 360. 90 o. The Trigonometric Ratios for any angle. 180 o. 0 o. 270 o. 1. 270 o. 0 o.

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Graphs of Sine and Cosine

Graphs of Sine and Cosine. Warm Up. Lesson Presentation. Lesson Quiz. Holt McDougal Algebra 2. Holt Algebra 2. Warm Up Evaluate. 1 . 2. 3. 4. 0.5. 0. 0.5. Find the measure of the reference angle for each given angle. 5. 145°. 5. 317°. 35°. 43°. Objective.

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GRAPHS OF

GRAPHS OF. S I N E A N D C O S I N E F U N CT I O N S. Here is the graph y = f ( x ) = sin x showing from -2  to 6  . Notice it repeats with a period of 2 . 2 . 2 . 2 . 2 . It has a maximum of 1 and a minimum of -1 (remember that is the range of the sine function).

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Comparability Graphs and Permutation Graphs

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5.4 The Derivatives of y= sinx and y= cosx

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Bar Graphs and Line Graphs

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Graphs, graphs, graphs

Graphs, graphs, graphs. Objective: Given a position or velocity vs time graph or a motion map, create the appropriate associated graphs. Graphs. X vs. T -> V vs. T X vs. T -> Motion Map V vs. T -> X vs. T V vs. T -> Motion Map Motion Map -> X vs. T Motion Map -> V vs. T. Homework:.

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In which quadrant is sinx<0 and tanx>0?

In which quadrant is sinx<0 and tanx>0?. Quadrant III. In which quadrant is cosx<0 and cscx>0?. Quadrant II. In which quadrant is tanx<0 and sinx>0?. Quadrant II. In which quadrant is secx<0 and cscx>0?. Quadrant II. Find sin Θ and tan Θ if cos Θ =2/3 and cot Θ >0.

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Sinx=5/13

x. x. x. x. x. 6. 4.24. tanx=1. 3. 3. 5.19. 3. Tanx=3/5.19. Sinx=5/13. x=45 0. sinx=0.5. 13. 5. cosx=12/13. x=22.62 o. 12. Sinx=3/5. sinx=12.69/15. tanx=5/12. 15. cosx=8/15. 5. 12.69. 3. cosx=4/5. 8. 4. 1 km. 500 m. 0.5 km. 1000 m. 1000mm. 250cm. 25 mm. 1 m.

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Graphs of Sine and Cosine

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Vocabulary and Representations of Graphs

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GRAPHS OF

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GRAPHS OF

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