Write an equation for the function graphed below. It is a rational function with: Horizontal asymptote: y = – 2 Vertical asymptote: x = - 3 x-intercept: x = 1

At x=3 the function, in the graph belowe is -2 +234 | 2 A. Continuious and differentable B. Not continous and differentable c Continais and not difforentable D. Not continous and not differentalle

Find the intercepts and range of the function f(x) ) and ( 4x² 4. Instructions: Type the x-intercept with the smaller x-coordinate first. Type +INF for infinity, and -INF for negative infinity. x-intercepts: ( ) y-intercept: ( ) range: [

Determine the intercepts of the function. Find the asymptotes if they exist. Find the turning points (if they exist) and determine the type of turning points they are.

For the function f(x) 4x³-10x²-11x+1 x-3 A. Domain B. Intercepts C. Symmetry D. Asymptotes E. Intervals of Increase or Decrease F. Local Maximum or Minimum Values find

Use the given graph of function f to solve: Write the equation of the horizontal asymptote, or the horizontal line that the graph of f approaches but does not touch.

help muco Zoe has 24 feet of fence available to build a rectangular fenced in area. If the width of the rectangle is a feet, then the length would be (24 - 2x). A function to find the area, in square feet, of the fenced in rectangle with width x is given by f(x)= x(24-2x). Find and interpret the given function values and determine an appropriate domain for the function. f(-4)= area would be context of the problem. f(15) area would be meaning when the width of the rectangular area is ft. This interpretation f (7.5) area would be context of the problem. meaning when the width of the rectangular area is ft. This interpretation Submit Answer context of the problem. 1 meaning when the width of the rectangular area is ft2. This interpretation v in the in the Terms of Service Based on the observations pove, it is clear that an appropriate domain for the function is ft, the in the ft, the ft, the attempt 3 out of 4 problema out of max 1

Find all horizontal asymptotes for the given function. V8 + 11x² f(x) = -9 – x

Find 11 (3 (3x + 2y)dA where R is the parallelogram with vertices (0,0), (4,5), (-3,1), and (1,6). Use the transformation = 4u - 3v, y = 5u + v.

Name the horizontal and vertical asymptotes of the function 3x Ax) = 2-16 Select one: A. Horizontal: y = 3; vertical: x = 4 and x = -4. %3D B. Horizontal: y = 0; vertical:x = 4 and x = -4. C. Horizontal: y = 0; vertical: x = 4. D. Horizontal: y = 3; vertical: x = 4. %3D %3D