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At what value or values of x is the (piece-wise) function F(x)= x+4 if x ≤ -1 x^2 if -1 < x < 1 2-x if x ≥ 1 discontinuous?
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Evaluate the function at the "joints" of the pieces, namely x=-1 and x=1. If they evaluate to the same value from the left and from the right, the function is continuous. If they don't, the point is discontinuous.
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