Q. Mark the following statements as true/false. Check to evaluate and then click at explanation to see the answer. |
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Quiz |
Options |
Correct Answers |
Reasoning |
1.
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For a function  , for its limit to exist at  ,  must be defined at  .
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True
False
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2.
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 means that there exists a sequence  in the domain of  such that  and  . |
True
False
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3.
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 does not exists means that for every sequence  in the domain of  with  but  is not convergent
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True
False
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4.
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For a function  if there exists a sequence  in domain of  such that  but  then  does not exist.
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True
False
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5.
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Saying that for a function  ,  does not exists means: for every  for every  there exists  such that  but 
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True
False
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