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For Exercises 61-62, describe the differences in the graphs of
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College Algebra & Trigonometry - Standalone book
- Sketch the graph of r = 4 + 2 sin u.arrow_forwardQ F4 5. a) b) c) d) Consider the function y=-3 cos[3(x-90)]° +2 What is the amplitude? What is the period? Describe the phase shift. Describe the vertical shift. Graph the function from x = 0° to x = 360° by creating table of values for f(x) and g(x) X 60 120 180 240 300 360 9 C F5 F6 F7 DII F8 8 F9 Bluge J F10 2 1 Farrow_forwardFill in the blanks for A, B, C, and D using the graph below when f(x)=Aese (B(x-C))+D. For this problem make A a positive value and make your phase shift the one that is closest Take note that this is a cosecant function Give tractions in the form a/b and type "p" when using x.. A Bu D. -26/3 -11/3 0 (+) 200 Garrow_forward
- Which graph below has an vertical shift of 2? O A. y=sin(x) + 2 B. Y=sin(x-2) C. y=2sin(x) O D. y=sin(7 (x))arrow_forwardShows the graph of y = cos (x + 3π/2) in a [0, 2π, π/2] by [-2, 2, 1] viewing rectangle. Solve, a. Describe the graph using another equation. b. Verify that the two equations are equivalent.arrow_forwardWhich is an equation of y=cos(x) shifted π units to the right?arrow_forward
- Algebra & Trigonometry with Analytic GeometryAlgebraISBN:9781133382119Author:SwokowskiPublisher:Cengage