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Question 1 Use transformations of the graph of either f(x) = - or h(x) = - X to sketch a graph of y = g(x)

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Question 1

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Use transformations of the graph of either f(x) = - or h(x) = - X to sketch a graph of y = g(x) by hand. Show all X asymptotes. Write g(x) in terms of either f(x) or h(x). g(X) = - x - 5Use transformations of the graph of either f(x) = - or h(X) = X to sketch a graph of y = g(x) by hand. Show all X asymptotes. Write g(x) in terms of either f(x) or h(x). 2 g(X) = 4 X + 5Find the vertical and horizontal asymptotes of f and the graph of f that includes the asymptotes. 9x f ( X ) = - X- - 36 . . . Choose the correct asymptotes. OA. x = 9, X= - 9, y = 0 OB. X=6, X= -6 OC. X= 9, X= - 9 D. X=6, X = - 6, y=0 Choose the correct graph. O A. O B. O C. OD. + + + [ - 10, 10, - 10, 10] Xscl = 2 Yscl = 2Graph y =f(x). Use division, factoring, or transformations as an aid. Show all asymptotes and "holes." 7x2+38x+15 f00:2 Tx +31x+12 E> Choose the correct graph below. Solve the equation. 5 2x7 =1 @ x=D (Type an integer or a simplified fraction. Use a comma to separate answers as needed.) Solve the equation. x+2 x =2 <: x="D" an integer or a simplified fraction. use comma to separate answers as needed. graph f . the steps for graphing rational function. determine vertical asymptotes of function if any. select correct choice below and necessary fill in answer box complete your choice. o a. equation asymptote is b. there no asymptote.at parking lot attendant can wait on people per hour. arrive randomly at average rate cars hour number n waiting exit given by where parts x2 z approximate when nearest whole suppose that then line be estimated m. though below. evaluate d two decimal places drag each statements into appropriate concept right. concepts p q are polynomials with c e="d" equrvalent ad="bc," provided b nonzero. zero denominator horizontal but not numerator. continuous except xvalues equals zero. occurs degree numerator less than equal denominator. basic>

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