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3 Spivak's Calculus - Chapter 1 Question 23 Sep 3 '16
2 How can I prove $[0,1]\cap\operatorname{int}{(A^{c})} = \emptyset$? Nov 11 '11
2 Solve $\lim_{x\to 0} \frac{\sin(2x)-\sin(Ax)}{x+x^3} = A^2$ Jan 26 '17
1 Find the volume of the solid between $z=1-x^2-y^2 $ and $y+z=1 $ using polar coordinates? Jan 27 '17
1 Prove that for every $x>0$, it follows that $\frac{\ln x}{x} \leq\frac{1}{e}$ Jan 5 '18
1 Computing Some Integrals via Gauss Integral Mar 11 '12
1 If $0<\|x-y\|$ , can I say that there exists $0<M\le\|x-y\|$? Nov 10 '11
1 Find $g^{10}(x)$ and $g^{11}(x)$ when $x=0$. Aug 28 '16
1 $\delta(x,A)\leq \delta(x,B)+\sup\limits_{b\in B} \delta(b,A)$ Dec 26 '16
0 $\lim_{x\to 0} {\frac{\lfloor \frac{3}{2} +x\rfloor }{x}}$ Jan 25 '17
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