Question: 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)

Problem 2. The output of the ceiling function C(33) is the

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.)

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