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Question 1
Let be a continuous function and let be defined asis continuous but not differentiable at ais differentiable on is continuous but nut differentiable at is continuous and differentiable at either or but not both.Question 2
Let be the set of all column matrices such that and the system of equations (in real variable)has at least one solution. Then, which of the following system(s) (in real variables) has (have) at least one solution for each ?(a) and (b) and (c) and (d) and Question Text | In the |