Question: (1 point) The symbol [. ] denotes the greatest integer function (also sometimes called the floor function): [x] = greatest integer less than or equal

 (1 point) The symbol [. ] denotes the greatest integer function
(also sometimes called the floor function): [x] = greatest integer less than

(1 point) The symbol [. ] denotes the greatest integer function (also sometimes called the floor function): [x] = greatest integer less than or equal to x. For example, [it] = 3, [3] = 3, and [-1.5] = -2. Let m be an integer. Compute the following limits. Your answers may be in terms of m. If the limit does not exist, enter DNE below. (a) lim [x ] = x--9+ (b) lim [ x ] = x-+-9 (c) lim [ x] = x--2.4 (d) lim [x ] = x-m (e) lim [ x ] = x-+mt (f) lim [ x ] = x-+m

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