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7) Graph the function for 2 full periods. Be sure to show and label the vertical...
PLEASE SHOW WORK!!!!! 6) List the 5 key points for each of the following steps 9...
PLEASE SHOW WORK!!!!!
6) List the 5 key points for each of the following steps 9 if the step is not applicable, just write none), then graph the function, including 2 full periods, be sure to label the axis. y= 2+cos(x+1) Original Points: Amplitude: Period and endpoints: Reflection: Vertical Shift: Graph: 7) Graph the function for 2 full periods. Be sure to show and label the vertical asymptotes as well as the x-intercepts. F(x) = 4 tan (2x) 8) Evaluate...
7b) Evaluate the expressions without using a calculator. Show your work. a. arcsin (- 12) =...
7b) Evaluate the expressions without using a calculator. Show your work. a. arcsin (- 12) = w b. arccos (- 12) =
Sketch the graph of two periods of the function. Label the key points showing intercepts, asymptotes,...
Sketch the graph of two periods of the function. Label the key points showing intercepts, asymptotes, and the location of any maximum and minimum values. Give any phase shifts or vertical shifts as necessary. 6. Graph on the same axes f(x)= 3sin(x+1) Show 5 key points
Sketch the graph of the function. Identify 1. Vertical and horizontal asymptotes 2. X and Y...
Sketch the graph of the function. Identify 1. Vertical and horizontal asymptotes 2. X and Y intercepts 3. The interval that your function increasing or decreasing X-1 f(x) = x+2 Show all of your work on paper and submit it on canvas your won't get any credit for the last answer without submission on Canvas
please show all work Sketch the graph of the function. Identify 1. Vertical and horizontal asymptotes...
please show all work
Sketch the graph of the function. Identify 1. Vertical and horizontal asymptotes 2. X and Y intercepts 3. The interval that your function increasing or decreasing f(x)= X-2 x+1
2. Graph the given rational function. Fill in the chart before graphing. Be sure to label...
2. Graph the given rational function. Fill in the chart before graphing. Be sure to label any information from the chart on the graph. 2x3 - 6x2 y = x2 - 16 Fill in the chart showing any work required. x-intercept(s) y-intercept(s) Vertical Asymptotes Horizontal or Oblique Asymptotes Sign Diagram/Sign Line 16+ 14+ 12
2. Graph the given rational function. Fill in the chart before graphing. Be sure to label...
2. Graph the given rational function. Fill in the chart before graphing. Be sure to label any information from the chart on the graph. 2x3 - 6x2 y = x2 - 16 18 Fill in the chart showing any work required. x-intercept(s) y-intercept(s) Vertical Asymptotes Horizontal or Oblique Asymptotes Sign Diagram/Sign Line 16+ 12 10 8+ 64 4 23 6 10 12 -8 -12-10 4- -6+ -8 -10+ -12 -14+ -167
6. For the function. 2+x- -2x+14 (x-1)4 r-l) Find domain. Il Find vertical and horizontal asymptotes. Examine...
6. For the function. 2+x- -2x+14 (x-1)4 r-l) Find domain. Il Find vertical and horizontal asymptotes. Examine vertical asymptote on either side of discontinuity b. 13] c. Find all intercepts. d. Find critical points. Find any local extrema. e. 121 Page 7 of 12 13) f. Find points inflection. 13) g. Sketch. Label: . Intercepts Asymptotes Critical Points) Point of Inflectionfs)
6. For the function. 2+x- -2x+14 (x-1)4 r-l) Find domain. Il Find vertical and horizontal asymptotes. Examine vertical asymptote...
. Show all your steps to evaluate without using a calculator. 8log, 49 log216 Blogg1 The...
. Show all your steps to evaluate without using a calculator. 8log, 49 log216 Blogg1 The following is a graph of a rational function. Vertical and horizontal asymptotes are graphed as dotted lines. <- and y- intercepts are shown. Find the rational function. X-1 1 101 (0,8) S y-2 -5 (-2,0) (2,0) 5 X *---0, f(x) Using the graph, as *+-1,5(x)→
TEX Sketch the graph, and include at least two periods for the function without a calculator:...
TEX Sketch the graph, and include at least two periods for the function without a calculator: f(x) = 4 cos + ) | – 2. Also, indicate the amplitude, period, vertical shift and phase shift for f(x). (8 points) 2 a. Amplitude = b. Period = c. Vertical Shift = d. Phase Shift = e. Sketch graph of y, label at least two distinct points (x, y) on the graph: 61 4 N 2 4 6 8 10 -10 -8...
PLEASE SHOW WORK!!!!!
6) List the 5 key points for each of the following steps 9 if the step is not applicable, just write none), then graph the function, including 2 full periods, be sure to label the axis. y= 2+cos(x+1) Original Points: Amplitude: Period and endpoints: Reflection: Vertical Shift: Graph: 7) Graph the function for 2 full periods. Be sure to show and label the vertical asymptotes as well as the x-intercepts. F(x) = 4 tan (2x) 8) Evaluate...
7b) Evaluate the expressions without using a calculator. Show your work. a. arcsin (- 12) = w b. arccos (- 12) =
Sketch the graph of two periods of the function. Label the key points showing intercepts, asymptotes, and the location of any maximum and minimum values. Give any phase shifts or vertical shifts as necessary. 6. Graph on the same axes f(x)= 3sin(x+1) Show 5 key points
Sketch the graph of the function. Identify 1. Vertical and horizontal asymptotes 2. X and Y intercepts 3. The interval that your function increasing or decreasing X-1 f(x) = x+2 Show all of your work on paper and submit it on canvas your won't get any credit for the last answer without submission on Canvas
please show all work
Sketch the graph of the function. Identify 1. Vertical and horizontal asymptotes 2. X and Y intercepts 3. The interval that your function increasing or decreasing f(x)= X-2 x+1
2. Graph the given rational function. Fill in the chart before graphing. Be sure to label any information from the chart on the graph. 2x3 - 6x2 y = x2 - 16 Fill in the chart showing any work required. x-intercept(s) y-intercept(s) Vertical Asymptotes Horizontal or Oblique Asymptotes Sign Diagram/Sign Line 16+ 14+ 12
2. Graph the given rational function. Fill in the chart before graphing. Be sure to label any information from the chart on the graph. 2x3 - 6x2 y = x2 - 16 18 Fill in the chart showing any work required. x-intercept(s) y-intercept(s) Vertical Asymptotes Horizontal or Oblique Asymptotes Sign Diagram/Sign Line 16+ 12 10 8+ 64 4 23 6 10 12 -8 -12-10 4- -6+ -8 -10+ -12 -14+ -167
6. For the function. 2+x- -2x+14 (x-1)4 r-l) Find domain. Il Find vertical and horizontal asymptotes. Examine vertical asymptote on either side of discontinuity b. 13] c. Find all intercepts. d. Find critical points. Find any local extrema. e. 121 Page 7 of 12 13) f. Find points inflection. 13) g. Sketch. Label: . Intercepts Asymptotes Critical Points) Point of Inflectionfs)
6. For the function. 2+x- -2x+14 (x-1)4 r-l) Find domain. Il Find vertical and horizontal asymptotes. Examine vertical asymptote...
. Show all your steps to evaluate without using a calculator. 8log, 49 log216 Blogg1 The following is a graph of a rational function. Vertical and horizontal asymptotes are graphed as dotted lines. <- and y- intercepts are shown. Find the rational function. X-1 1 101 (0,8) S y-2 -5 (-2,0) (2,0) 5 X *---0, f(x) Using the graph, as *+-1,5(x)→
TEX Sketch the graph, and include at least two periods for the function without a calculator: f(x) = 4 cos + ) | – 2. Also, indicate the amplitude, period, vertical shift and phase shift for f(x). (8 points) 2 a. Amplitude = b. Period = c. Vertical Shift = d. Phase Shift = e. Sketch graph of y, label at least two distinct points (x, y) on the graph: 61 4 N 2 4 6 8 10 -10 -8...
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