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The following questions will guide you in sketching y = -2+4 sin( - T). Using the general form, y = 4 sin((z – 2m)) – 2 Next, let us construct our table of values. Choose the values for x needed to sketch the curve. Start with the starting point, b, and then add the interval to b until you reach your endpoint (b + p). n has already been included in the x-values. You only need to input the coefficient i.e. 3/2 or 1

The following questions will guide you in sketching y = -2+4 sin( - T). Using the general form, y = 4 sin((z – 2m)) – 2 Next, let us construct our table of values. Choose the values for x needed to sketch the curve. Start with the starting point, b, and then add the interval to b until you reach your endpoint (b + p). n has already been included in the x-values. You only need to input the coefficient i.e. 3/2 or 1

Algebra & Trigonometry with Analytic Geometry
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter6: The Trigonometric Functions
Section: Chapter Questions
Problem 25T
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The following questions will guide you in sketching Y = -2+4 sin( - 7). || Using the general form, y = 4 sin ((x – 27)) – 2 Next, let us construct our table of values. Choose the values for x needed to sketch the curve. Start with the starting point, b, and then add the interval to b until you reach your endpoint (b + p). n has already been included in the x-values. You only need to input the coefficient i.e. 3/2 or 1 Then, finish up the table by solving for the corresponding y-values 2.
Transcribed Image Text:The following questions will guide you in sketching Y = -2+4 sin( - 7). || Using the general form, y = 4 sin ((x – 27)) – 2 Next, let us construct our table of values. Choose the values for x needed to sketch the curve. Start with the starting point, b, and then add the interval to b until you reach your endpoint (b + p). n has already been included in the x-values. You only need to input the coefficient i.e. 3/2 or 1 Then, finish up the table by solving for the corresponding y-values 2.
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