Question

Use the graph of y=e* and transformations to sketch the exponential function f(x) = new Determine the domain and range. Also, determine the y-intercept, and find the equation of the horizontal asymptote. Use the coordinates of the three points of the graph of y=e* to determine the corresponding points that lie on the graph of f(x) = -ex+6 Points that lie on the graph of y=e Points that lie on the graph of y=e* (-2,5) (0,1) (1,) Corresponding points that lie on the graph of f(x) = - (Type ordered pairs, using integers or fractions. Simplify your answers. Type exact answers in terms of e.)

Answer 1

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Given that From graph y=el, we have to sketch exponential function y=-2276 Graph o'y= е?, I 3 In ļ to ! 3 ux E- - Graph of yarate a lett and y=-246 is a transformation of 6 units negative Indiraty opposite Skle od towards es. که ما a | E 30 25 20 15 to 5 To is is 30 x w

Domain ar y=-e7+6;s Domain: 1(-w,we)] Ringe of y=-ext is Range: [(-0,0) Y-intercept ie, 220 y=-coto TY= -co) Y-intercept : (0, -co] Equation of horizontal afrymophoto is yoo Horizontau asymptote Ty=0 Now, | y=-e2th | (-1,-es co-eo) (1, et I