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  • If a function is continuous at a point,Option: 1 the limit of the function may not exist at the point  <div class='qna-opti

If a function is continuous at a point,

Option: 1

the limit of the function may not exist at the point
 


Option: 2

the function must be derivable at the point
 


Option: 3

the limit of the function at the point tends to infinity
 


Option: 4

the limit must exist at the point and the value of limit should be same as the value of the function at that point


Answers (1)

best_answer

If a function is continuous at a point ' a ' then limit at the point should exist and should be equal to f(a).

Posted by

Ritika Harsh

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