Problem 2. The output of the ceiling function C(33) is the smallest Whole number that is greater than or equal to ac. For example, c(0.5) = 1, and c(0.5) = O. 1. Sketch the graph of the ceiling function where 2 S x S 2. 2. Compute the limit limx_,1+ 2 - C(x) + 1. (Justify your answer by using a table-0fvalues or by citing our limit laws.) 3. Compute the limit limxno fl (1:) - C(93), Where fl(x) is the oor function from the previous page. (Justify your answer by using a tableofvalues or by citing our limit laws.)