A) continuous for all non-integral values of x
B) continuous only at positive integral values of x
C) continuous for all real values of x
D) continuous only at rational values of x
Correct Answer: A
Solution :
Given \[f(x)=[x]\] from the graph we observe that \[f(x)=[x]\] discontinuous at every integral value of x. That means, \[f(x)=[x]\]. Continuous only for all non-integral values of x. Degree
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