Let \[f'(x)=-1+\left| x-2 \right|,\] and \[g(x)=1-\left| x \right|;\] then the set of all points where fog is discontinuous is:

Let \[f'(x)=-1+\left| x-2 \right|,\] and \[g(x)=1-\left| x \right|;\]

1.	Let \[f'(x)=-1+\left\| x-2 \right\|,\] and \[g(x)=1-\left\| x \right\|;\] then the set of all points where fog is discontinuous is:
A.	{0, 2}
B.	{0, 1, 2}
C.	{0}
D.	An empty set
Answer» E.

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Let \[f'(x)=-1+\left| x-2 \right|,\] and \[g(x)=1-\left| x \right|;\] then the set of all points where fog is discontinuous is:

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