Let f(x) = 1/|x| for |x|≥1 & ax^2 +b for|x| less than 1. If f(x) is continuous and differentiable at

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lf `f(x) ={ax^2+b ,x leq 1 and bx^2+ax+c , x gt1; b != 0`, then `f(x)` is continuous and dif lf `f(x) ={ax^2+b ,x leq 1 and bx^2+ax+c , x gt1; b != 0`, then `f(x)` is continuous and dif