A) \[g(x)\]is an increasing function
B) \[g(x)\]is a decreasing function
C) \[g(x)\] is a constant function
D) \[g(x)\]is a continuous function except at\[x=0\]
E) \[g(x)\]is a continuous function except at \[x=0\]and\[x=1\]
Correct Answer: A
Solution :
\[\because \] \[g(x)=\min (x,{{x}^{2}})\] \[\therefore \]\[g(x)\]is an increasing function.
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