Please I need some assistance with these transformation questions please write the work on paper. Thanks so much!

Transform the given function f(x) as described and write the resulting function as an equation. 1) (x) = x stretch horizontally by a factor of 3 reflect across the x-axis 12 translate right 1 unit translate up 3 units Describe the transformations necessary to transform the graph of f(x) (solid line) into that of g(x) (dashed line). 2) /2 Describe the transformations necessary to transform the graph of f(x) into that of g(x). 3) f(x) = Vx 12 8(x) = -V-3(x-2) +2 Restrict the domain of the function shown so its inverse is a function. 4) 5) If the range of function )= /(x) is > > 2, state the range of the new functiong(x)= -f(x + 5) -6. /1 /1A graph was reflected in the line y = x . Its reflection image is shown. Determine THE equation of the original graph in terms of x and y. 6) /2 7) The key point (12, -6) is on the graph of y =/(x). Determine the coordinates of its image point under each transformation. a) y =/(-4x) by = 1(2x) /1 /1 8) As a result of the transformation of the 9) The point A(5, 6) lies on the graph of graph of y = f(x) into the graph of y=f(x). What are the coordinates of its 1=-2f(x+ 6) -7, the point (2, -5) image A' on the graph of y =f- (x - 2) ? becomes point (x, )). Determine the value of (x, F). /2 12 10) For y = f(x) as shown, graph the 11) The graph of the function y = f(x) is following: y = -f(x - 2) + 3 given. Graph the following transformations of the function y-5 3x-6). show each stage /1 of the transformation in a different colour. 12 6 -5 -1-3 -2 -1 12 x