Question: please solve: 10. (20 points) Let f(x) = (x]+[-x] where the largest integer function (x] is defined by the largest integer that is less than

please solve: 10. (20 points) Let f(x) = (x]+[-x] where the

please solve:

10. (20 points) Let f(x) = (x]+[-x] where the largest integer function (x] is defined by the largest integer that is less than or equal to r. (a) For what values of a does lim f(x) exist? (b) At what numbers is f discontinuous

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