Fin the point of discontinuity if x-|x-x^2| on - 1,1. Plz answer fast class 12 que today is my exam
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lim x-|x-x^2| =1 is equal to f(x)
x tends to 1. and lim x-|x-x^2| = -1
x tends to -1 ,,therefore Rf(x) does not equal to Lf(x) .so it is discontinuity
x tends to 1. and lim x-|x-x^2| = -1
x tends to -1 ,,therefore Rf(x) does not equal to Lf(x) .so it is discontinuity
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