Now use the points generated in the table to graph f(x) = sin x: We will begin the graph of f (x) = sin x with the points we came up with together, graphing for one revolution of the unit circle, [0, 2n]. Recognize that each y-coordinate must be approximated. So, = 0.5, 1 %3D = 0.707, and %3D 2 V3 * = 0.866. Finish plotting the points and connect the points with a curve to graph f(x) = sin x for [0. 2]. %3D 2

Q: ete the table using a calculator and plot the points on the corresponding grid. 0° 30° 60° 90° 120°…

A: we have to complete the table.

Q: Graph: y = 2 sin 27x, 0 s xs 2.

A: To graph: y=2sin2πx,     0≤x≤2 Solution: We know, for a sine curve of the form: y=asinbxAmplitude…

Q: C3)) sketch their graphs 65. y= 2 Sin ( X+TT)-1

A:

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A:

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A: The Graph of given function y=2cot(x+(pi)/(2) shown on board :

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A:

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A: given,         y=-2cos2x-π

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