Bunuelian Trick

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 1d awarded Popular Question Jul10 awarded Nice Question Jul6 asked $2^{1/4} \times 4^{1/8} \times 8^{1/16} \times 16^{1/32} \times \ldots\to2$ Jul2 awarded Socratic Jul2 awarded Curious Jul2 awarded Inquisitive Jun29 accepted $p,q,r$ th term of an AP and GP are $a,b,c$ respectively Jun29 asked $p,q,r$ th term of an AP and GP are $a,b,c$ respectively Jun24 asked $f(x)=\int_{0}^{x} {1\over\sqrt{1+t^3}}dt$, $g(x)$ is the inverse of $f\ni \lambda g''=g^2,\lambda=?$ Jun10 accepted Suppose we have a chair with $n$ legs and it stands with all legs irrespective of floor's quality i.e smoothness,evenness, then what is $n$? Jun10 asked Suppose we have a chair with $n$ legs and it stands with all legs irrespective of floor's quality i.e smoothness,evenness, then what is $n$? Jun6 asked Largest Open set where Laurent Series Converges Jun6 comment Number of Fixed Point(s) of a Differentiable Function MVT on $[x,x']$ allows me ${f(x)-f(x')\over x-x'}=f'(c)<1$, $c\in [x,x']$ May17 comment What is the minimum value of $\operatorname{trace}(AA^T)$ I am sorry I forgot to write that the matrix was integer valued May17 accepted What is the minimum value of $\operatorname{trace}(AA^T)$ May13 asked What is the minimum value of $\operatorname{trace}(AA^T)$ May13 accepted a continuous function $f:(0,2)\to (0,2)$ and $A\subseteq (0,2)$ such that $f$ is not differentiable on $A$ May13 comment a continuous function $f:(0,2)\to (0,2)$ and $A\subseteq (0,2)$ such that $f$ is not differentiable on $A$ i thought about something like that but was unable to give a mathematical rigor May13 asked a continuous function $f:(0,2)\to (0,2)$ and $A\subseteq (0,2)$ such that $f$ is not differentiable on $A$ May9 revised Proving functions are uniformly continuous help! added 26 characters in body