

need to know how function has horizantallyshifted, stretched or compressed , y and x axis deflection...
px)-- G-5 -3 Step 3 of 4: Graph the given function by indicating how the more basic function has been shifted, reflected, stretched, or compressed Answer Keypad Select the type of transformations to create the correct graph. Any further inputs required to complete the transformations will appear when the appropriate selection is made Horizontal Shift O Left Right None Stretch/Compress Stretch O Compress None Units X-Axis Reflection O Yes No y-Axis Reflection Yes O No Vertical Shift Up Down None...
P)- r- 2 Step 3 of 4: Graph the given function by indicating how the more basic function has been shited, reflected, stretched, or compressed Answer Keypad Select the type of transformations to create the correct graph. Any further inputs required to complete the transformations will appear when the appropriate selection is made Horizontal Shift O Left O Right O None Stretch/Compress O Stretch O Compress O None x-Axis Reflectlon T0 O Yes O No y-Axis Reflection O Yes O...
15. Identify All the Transformations in the Following Function: a) Basic Function; b) Vertical shift; c) Horizontal shift; d) Reflection; e) Compress or Stretch F(x) = - V-7-3 Oa) Cubic Root; b) Down 3; c) Left 7; d) No reflection; e) Stretch O a) Cubic Root; b) Down 3; c) Right 7; d) Reflection axis; e) Compress over 2 d) Reflection over O a) Cubic; b) Down 3; c) Left 7; 2 - axis; e) Compress O a) Cubic Root;...
Begin by graphing the absolute value function, f(x)= |x|. Then use transformations of this graph to graph the given function. g(x)-3 x-2| +4 What transformations are needed order to obtain the graph of g(x) from the graph of f(x)? Select all that apply. A. Vertical shift B. Reflection about the y-axis C. Vertical stretch/shrink D. Horizontal shift E. Reflection about the x-axis F. Horizontal stretch/shrink Choose the correct graph below. O C. O D. O A. ОВ. A V 40...
Let (x) after the following sequence of transformations: x)=. Find a formula for a function g whose graph is obtained from the graph of y • Shift left 5 units. • Reflection across the y-axis. . Shift down 2 units. • Vertical scaling by a factor of 4. • Reflection across the x-axis. 90x) -
2.5.63-Setup & Solve Use transformations of f(x) = x? to graph the following function. g(x) = 4(x + 5)2 +4 Select all the transformations that are needed to graph the given function using f(x) = x? A. Shift the graph 5 units to the right. B. Reflect the graph about the x-axis. C. Reflect the graph about the y-axis. D. Shift the graph 5 units to the left. E. Stretch the graph horizontally by a factor of 4. F. Shrink...
6. [-13 points ♡ LAR LARCOLALG10 2.5.020.MI. Consider the following. entify the parent function. Identify the transformation represented by the graph. (Select all tha e horizontal shift of 2 units to the left horizontal shift of 2 units to the right reflection in the x-axis B vertical shift of 2 units downward vertical shift of 2 units upward vertical stretch Write an equation for the function represented by the graph.
Graph the following function, 7 y=sin Use the graphing tool to graph the function. Click to enlarge graph (For any answer boxes shown with the grapher, type an exact answer. Type the word pi to insert the symbol t as needed.) X - 2 Amplitude Period 100 2x Vertical Shift Phase shift 10 x-axis reflection y-axis reflection Editing:
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VII. Functions Find the Domain of each function. f(x)--/-x2-4x + 5 g(x)-In(4t-3) a) b) e) h(x)- +3x2 -x-3 Find the zeros, vertical asymptotes, and horizontal asymptotes f(x) = 3x"-14x-5 (4x-17x-15 6x2 -7x-5 f(x) = -12 万 b) Transformations a) Beginning with f(x)- Vx, find the function g(x) that shows fcx) shited to the let 2 units, reflected over the x-axis, and then shifted up 7 units. b) Beginning with f(x)find the function g(x) that shows f(x)...
Question 3 Given the function y=x, apply the following transformations and match to the appropriate transformed function. A. y=x²+4 - - Shifty to the right 4 units. Shifty to the left 4 units. B. Y=(x-4)2 - Shift y down 4 units. c.Y= - 4x2 Shift y up 4 units. d.y=x2-4 . • Reflect y across the y-axis and vertically stretch by a factor of 4 4 Vertically stretch y by a factor of 4. E. Y=4x2 F. y=(x +4)