What is $\alpha = m\angle CDE$?
40919
Finding an angle within an 80-80-20 isosceles triangle
141167
What is $\int_{c}^{\infty}\Phi(a+bx) \phi( x ) dx$ for $c\in\mathbb{R}$
32970
How to find measurements of angle CBD?
99365
UMVUE for $\theta^2$
12092
When can one write $a=v \cdot dv/dx$?
93212
Express $\sqrt{3}\sin\theta - \cos\theta$ as: $a\cos (\theta + \alpha) $
35435
For what values of $\alpha$, does this integral converge?
50277
Relationship between cosines of angles in 4 dimensions
71076
Why does the beta distribution become U shaped when $\alpha$ and $\beta$ <1?
106699
Symmetric alpha stable distributions with $X_1+X_2+\cdots+X_n \stackrel{d}{=} n^{1/\alpha}X$ as definition
87395
Evaluating $\int_{I^n} \left( \min_{1\le i \le n}x_i \right)^{\alpha}\,\, dx$
130517
$ABCD$ is a square and $AEB$ is an equilateral triangle. Find $\angle DEC$.
51546
Geometrical Interpertation of Cauchy's Mean Value Theorem
21881
Prove that $\forall\alpha\geq\omega$, $|L_\alpha|=|\alpha|$ without AC
7384
How do I prove that $m(TE)=\left|\det(T)\right|m(E)$?
121367
Let $\alpha \in (0,1)$. Find a Borel subset $E$ of $[-1,1]$ s.t. $\lim_{r\to 0^{+}} \frac{m(E\cap [-r,r])}{2r}=\alpha.$
123039
If $0<\alpha < 1$ and $d(x,y)$ is metric, show that $((d(x,y))^{\alpha}$ is metric.