Graph sin and cos calculator
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(a) Sketch a graph of y = sin(x)∙cos(x). Is this graph periodic? If yes, what is its period? What is the approximate amplitude of the graph? (Use the TRACE key on your calculator to trace to a high point and find this). How do the amplitude and period of this graph compare to normal sin(x) or normal cos(x)? Explain. 9. (a) Sketch a graph of y ...
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Find the exact value without a calculator. 25. 26. cos-1 1. 27. tan-1 1 28. 29. sin(tan-1 1) 30. 31. sin(tan-1(-1)) 32. Use transformations to describe how the graph of the function is related to a basic inverse trig graph. State the domain and range. (no calc) 33. g(x) = 3cos-1(2x) 34. g(x) = Find an exact solution to the equation without a ...
[DOC File]The Graphs of Sine and Cosine
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Compare the graph of and the graph of . Based on the results of the last question how will the graph of compare to . y =cos(x) Graph both below. Label points of interest. The . period. of a trig function is the angle measure after which the graph begins to repeat. We …
[DOC File]Graphing Sine and Cosine – Worksheet #1
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Graphing Sine and Cosine Fill in the blanks and graph. 9) 10) Domain: Range: Domain: Range: Amplitude: 2 Period: Amplitude: 1 Period: π . Phase shift: N/A Vertical shift: Up 1 Phase shift: Right Vertical shift: N/A ...
[DOC File]University of Georgia
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Using your graph, find the value of cos . _____ Find all values of θ, such that . _____ Using your calculator, graph sin x and cos x on the same axis. How are they alike? How are they different? Using what you have learned about the graphs of the sine and …
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The grid below shows the graph of y= cos (x) . Use your graphing calculator to sketch and label each of the following equations. Be sure your calculator is in RADIAN MODE. ... shift sine to the left by π 2 cos x= sin x+ π 2 . ... Write the equation of the graph of y=3 sin x translated 2 units up and right π units.
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The a, b, c and d values your calculator reported have specific effects upon the sin graph. In the next task you will investigate the characteristics of sine, cosine and tangent graphs. You will then revisit the functions in #6 to determine the effects of the values a – d.
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Discuss how to graph the functions in both radian and degree mode. Distribute the worksheet “Graphing Calculator Exploration, Graphing Sine and Cosine”. Have students work individually to complete the worksheet. They should discover how given the equation y = a sin b(x-c)+ d, changes in a, b, c, and d effect the graph.
[DOC File]The Graphs of Sine and Cosine
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y =cos(x) Graph both below. Label points of interest. The . period. of a trig function is the angle measure after which the graph begins to repeat. We have already investigated graphs that shift horizontally. Recall the graph of y = f(x-2) will be shifted 2 units right when compared to y =f(x).
[DOC File]University of Georgia
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f(x)= sin (2x) f(x)= cos (2x) The graph seems to be moving faster. It repeats twice between 0 and 2π instead of just once. Using your conjectures from above, sketch the graph of these functions. Use your calculator to check your graphs. f(x)=2 sin(x)+2 f(x)= 2cos(2x) Consider the functions f(θ)=A sin(kθ + c)+h and f(θ)=A cos(kθ + c)+h. A ...
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