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Show all steps clearly, to receive full marks for your solutions. 10. For each of the...
Show all steps clearly, to receive full marks for your solutions. 10. For each of the...
Show all steps clearly, to receive full marks for your solutions. 10. For each of the following, identify the base function and describe the transformation(s): Fle) = P(x + 1) f(x) = -4(3x)* + 5 (8 marks) 11. 12. Describe the transformations that must be applied to the graph of the base function (3) to obtain the transformed function. Write the transformed equation in simplified form. f(x) = x, y=71-5 (x - 1)) + 1 (10 marks) State the base...
please answer ALL questions. Show all steps clearly, to receive full marks for your solutions. Use...
please answer ALL questions.
Show all steps clearly, to receive full marks for your solutions. Use the discriminant to determine the number of x-intercepts for each quadratic function: .ft) = 3x - 5x+ f = 2x +x+1 f(x) = 4x - 12x + 9 16 marks) 15. Express the function f(x) = 47° - 12x + 5 in factored form and determine the -intercepts and the vertex Sketch the graph of the function. State the minimum or maximum value. (9...
You must show all your work to receive full credit for each problem. Final answers must...
You must show all your work to receive full credit for each problem. Final answers must be simplified and circled. 1. Complete the table below (use fractions not decimals!) and use it to graph the function f(x) = 3*. X у -2 Domain -1 Range O coordinates of the y-intercept 1 equation of the asymptote N
Show work thumbs up VII. Functions Find the Domain of each function. f(x)--/-x2-4x + 5 g(x)-In(4t-3)...
Show work thumbs up
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)...
1+1 5. [10 marks) Find all values of k such that f(x) = -r2 + 2kr...
1+1 5. [10 marks) Find all values of k such that f(x) = -r2 + 2kr +1" has domain (-0,0). 6. [10 marks] Sketch the graph of y = -2 -2 log: (2-2) and find its domain, range, -intercept and y-intercept. Show your transformations step by step. 7. (12 marks] (a) [8 marks) Find the equation of the tangent line to the graph of the function f(x) = 3.0" - 6x2 - 7 at = 2 (b) (4 marks) Find...
m 2020 Show all work for full credit. Clearly mark answers. Include units where appropriate. 1....
m 2020 Show all work for full credit. Clearly mark answers. Include units where appropriate. 1. For f(x)=sin(x)], use your knowledge of sine and absolute value to write as a piecewise function for the x-values-21 SxS 2, by first considering where the sine function is positive and negative. Then graph / 3 3. -2 SX<- -2.x 0 2x 2 2 2 -ASX 0 f(x) = OSYA f(x) SXS 2. X tele AT 0:5 -2 -371/2 2 0 T12 31/2 2m...
show the steps please +9) find the domain: #10) f(x) = 5x²x find f(x+h)-f(x) h fo)...
show the steps please
+9) find the domain: #10) f(x) = 5x²x find f(x+h)-f(x) h fo) = 5x + 6 X-1 21) Solve & Graph the solution: #12) Solve & Graph the solnton, 11-2x/+174 1 + 3x + 11-156
Sketch the graph of a function f where all the following properties hold. For full marks,...
Sketch the graph of a function f where all the following properties hold. For full marks, clearly and carefully label all intercepts, relative extrema, inflection points, and asymptotes. • Domain: (-0,00) . Continuous everywhere • Differentiable everywhere except at x = -3 • f(0) = 6 • lim f(x) = 0 • f'(-2) = f'(0) = 0 • f'(x) <0 on (-0, -3) and (0,0) • f'(x) > 0 on (-3,-2) and (-2,0) lim 1' (x) = and lim f'(x)...
2. Sketch the graph of a function where all the following properties hold. For full marks,...
2. Sketch the graph of a function where all the following properties hold. For full marks, clearly and carefully label all intercepts, relative extrema, inflection points, and asymptotes. • Domain: (-0,0) • Continuous everywhere • Differentiable everywhere except at x = -3 • f(0) = 6 • lim f(x) = 0 • l'(-2) = f'(0) = 0 • f'(x) < 0 on (-0, -3) and (0,0) • f'(2) >0 on (-3,0) lim f'(x) = 0 and lim f'(x) = -0...
Show all details and steps 1. What sequence of transformations will yield the graph of g(x)...
Show all details and steps
1. What sequence of transformations will yield the graph of g(x) from the graph of f(x)? (7 pts.) f(x) = x g(x) = -3(x + 4)3 2. Determine the vertical asymptote(s), horizontal asymptote, and oblique asymptote of the function. If none, write "NONE.” (6 pts.) x2 +3x+2 f(x) = x-1 1). Ver. Asy. 2). Hor. Asy. 3) Obl. Asy.
Show all steps clearly, to receive full marks for your solutions. 10. For each of the following, identify the base function and describe the transformation(s): Fle) = P(x + 1) f(x) = -4(3x)* + 5 (8 marks) 11. 12. Describe the transformations that must be applied to the graph of the base function (3) to obtain the transformed function. Write the transformed equation in simplified form. f(x) = x, y=71-5 (x - 1)) + 1 (10 marks) State the base...
please answer ALL questions.
Show all steps clearly, to receive full marks for your solutions. Use the discriminant to determine the number of x-intercepts for each quadratic function: .ft) = 3x - 5x+ f = 2x +x+1 f(x) = 4x - 12x + 9 16 marks) 15. Express the function f(x) = 47° - 12x + 5 in factored form and determine the -intercepts and the vertex Sketch the graph of the function. State the minimum or maximum value. (9...
You must show all your work to receive full credit for each problem. Final answers must be simplified and circled. 1. Complete the table below (use fractions not decimals!) and use it to graph the function f(x) = 3*. X у -2 Domain -1 Range O coordinates of the y-intercept 1 equation of the asymptote N
Show work thumbs up
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)...
1+1 5. [10 marks) Find all values of k such that f(x) = -r2 + 2kr +1" has domain (-0,0). 6. [10 marks] Sketch the graph of y = -2 -2 log: (2-2) and find its domain, range, -intercept and y-intercept. Show your transformations step by step. 7. (12 marks] (a) [8 marks) Find the equation of the tangent line to the graph of the function f(x) = 3.0" - 6x2 - 7 at = 2 (b) (4 marks) Find...
m 2020 Show all work for full credit. Clearly mark answers. Include units where appropriate. 1. For f(x)=sin(x)], use your knowledge of sine and absolute value to write as a piecewise function for the x-values-21 SxS 2, by first considering where the sine function is positive and negative. Then graph / 3 3. -2 SX<- -2.x 0 2x 2 2 2 -ASX 0 f(x) = OSYA f(x) SXS 2. X tele AT 0:5 -2 -371/2 2 0 T12 31/2 2m...
show the steps please
+9) find the domain: #10) f(x) = 5x²x find f(x+h)-f(x) h fo) = 5x + 6 X-1 21) Solve & Graph the solution: #12) Solve & Graph the solnton, 11-2x/+174 1 + 3x + 11-156
Sketch the graph of a function f where all the following properties hold. For full marks, clearly and carefully label all intercepts, relative extrema, inflection points, and asymptotes. • Domain: (-0,00) . Continuous everywhere • Differentiable everywhere except at x = -3 • f(0) = 6 • lim f(x) = 0 • f'(-2) = f'(0) = 0 • f'(x) <0 on (-0, -3) and (0,0) • f'(x) > 0 on (-3,-2) and (-2,0) lim 1' (x) = and lim f'(x)...
2. Sketch the graph of a function where all the following properties hold. For full marks, clearly and carefully label all intercepts, relative extrema, inflection points, and asymptotes. • Domain: (-0,0) • Continuous everywhere • Differentiable everywhere except at x = -3 • f(0) = 6 • lim f(x) = 0 • l'(-2) = f'(0) = 0 • f'(x) < 0 on (-0, -3) and (0,0) • f'(2) >0 on (-3,0) lim f'(x) = 0 and lim f'(x) = -0...
Show all details and steps
1. What sequence of transformations will yield the graph of g(x) from the graph of f(x)? (7 pts.) f(x) = x g(x) = -3(x + 4)3 2. Determine the vertical asymptote(s), horizontal asymptote, and oblique asymptote of the function. If none, write "NONE.” (6 pts.) x2 +3x+2 f(x) = x-1 1). Ver. Asy. 2). Hor. Asy. 3) Obl. Asy.
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