Clearly show all steps for each problem. 1) Evaluate the following limit, using L'Hopital's Rule. Clearly show how you used L'Hopital's Rule to evaluate the limit and show why it can be used. Give an EXACT value (i.e. no decimals) for the limit. . 3X72x75 111112 H2 3x 12 2) Find the following characteristics of the function f (x) = 10x60" , using proper notation, and then graph the function carefully on graph paper. Clearly show all algebra andfor calculus steps that helped you determine each characteristic. Note that Desmos should NOT be used to determine these characteristics nor to graph the function. Round all values to four decimal places, where appropriate. a) Domain b) x and y intercepts (write as ordered pairs, if any exist) c) Symmetry (state which type of symmetry it has, if any symmetry exists) d) Asymptotes (both vertical and horizontal) e) Intervals of increase and decrease f) Local maximum andfor minimum points (write as ordered pairs, if any exists) g) Intervals of concavity and inection points