Let f(x) ={ax>cbx≥c}:a,b,cϵ−R
if f(x) is discontinuous at x = c, and have a jump at x = c then the value of jump is -
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Solution
It is given that the function is discontinuous at x = c, the jump will be nothing but the difference (modulus) of ∣∣∣limx→c−f(x)−limx→c+f(x)∣∣∣
= |b - a|