The questions are in the photos below: I would like them all solved correctly.

5. Use the graph of the equation y = f(:1:) in the accompanying figure to find the signs of dy/da: and olzy/drr:2 at the points A, B, and C. 41' $2+1 6. Let f(.') = 3 Check whether this function displays any symmetry (is it even or odd or neither?) c Write down the equation of the vertical asymptote, if any. ( ) (b) Find the zitintercepts and yintercept of f($), if any. ( ) ((0 Find any other asymptotes of the graph. (Hint: Consider what is happening to f(:L') as a: > :l:oo). (e) Determine the open intervals where at) is increasing and decreasing and locate any relative extrema. (f) Determine the open intervals where ne) is concave up and concave down. Are there any points of inflection? (g) Sketch the graph of f(:L') showing all the above features. (h) Now check your answer using a graphics calculator, app or online tool