is continous at each point of which of the following intervals?
(1,2)
(1,3)
(-1,1)
(1/2,3/2)
As we have learned
Continuity in an open interval -
F(x) is said to be continuous in an open interval (a, b) or a < x < b.If it is continuous at each and every point of the interval belonging to its domain.
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f(x)=[x] will be discontinous at integers . In (B) ,(C), (D) there are integers , lieing int the interval si in (B), (C)and (D), f(x) will be continous at each point . But in (A) it is
Option 1)
(1,2)
Option 2)
(1,3)
Option 3)
(-1,1)
Option 4)
(1/2,3/2)
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