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Nov
10
awarded  Nice Answer
Nov
10
revised Are there any situations in which L'Hopital's Rule WILL NOT work?
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Nov
10
comment Are there any situations in which L'Hopital's Rule WILL NOT work?
I do not think OP was asking about the assumptions, but rather if the assumptions are met is it guaranteed using L'Hopitals will be successful. The answer is negative, but not because sometimes the conditions are not met.
Nov
10
answered Are there any situations in which L'Hopital's Rule WILL NOT work?
Nov
10
comment Are there any situations in which L'Hopital's Rule WILL NOT work?
but the conditions for L'Hopitals' rule are not met. How does this answer OP's question?
Nov
9
awarded  Nice Answer
Nov
9
answered Show that a subsequence of a Cauchy subsequence is also Cauchy
Nov
9
comment What is Cauchy Schwarz in 8th grade terms?
@djechlin maybe. I wonder what the 8th grader thinks of this discussion.
Nov
8
comment How to treat small number within square root
do you know about Taylor polynomials?
Nov
8
answered What is Cauchy Schwarz in 8th grade terms?
Nov
6
awarded  Nice Question
Nov
6
answered Proving a set is Uncountable or Countable Using Cantor's Diagonalization Proof Method
Nov
4
comment Can an isomorphism between two finite-dimensional linear spaces be always represented by a matrix?
any linear transformation, isomorphism or not, can be represented by a matrix (which is finite if the dimensions are finite).
Nov
3
answered Suppose $\forall \epsilon >0$, we have $d(a,b)<\epsilon$
Nov
3
comment Difference between epimorphism, isomorphism, endomorphism and automorphism Linear transformations with examples
try writing down the definition of each of these concepts. Chances are you will have answered your own question by then.
Nov
2
answered Is $G/H$ cyclic when $G=S_5 \times \mathbb{Z}$ and $H=A_5 \times 97\mathbb{Z}$?
Nov
1
answered Is Minimal counterexample proof just induction in disguise?
Oct
31
comment prove or disprove if a number is irrational
What if $x=2$??
Oct
30
revised do the uniformly continuous functions to the reals determine the uniformity?
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Oct
30
revised do the uniformly continuous functions to the reals determine the uniformity?
added 536 characters in body