A) \[x=2\] only
B) \[x\le 2\]
C) \[x\ge 2\]
D) None of these
Correct Answer: C
Solution :
Clearly the function is defined only in the interval \[[1,\,\infty )\] hence option cannot even apply. For \[x>2,\,y=3x-2\] which is a straight line, hence continuous. Further \[y=4\] at \[x=2\]. Hence, the function is continuous at \[x=2\] also (but not at \[x=2\] only).You need to login to perform this action.
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