Woven badges

Woven badges

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suppose we are given a set of consecutive integer squares, of sides $ , , ... n$ . our task is to find the rectangle of least area which can fit around these squares. for instance, when $n= $, we ... geometry optimization area asked hours ago thomas delaney silver badges bronze badges votes answer views
for instance, when $n$= , clearly we ... geometry optimization circles area asked dec ' at : thomas delaney silver badges bronze badges votes answers views area of trapezoid base on radius of escribed circles [closed] we have a trapezoid and we know radiuses of its escribed circles. now we want to calculate...
https://math.stackexchange.com/questions/tagged/area
is an example for gpio configuration to power an external led on page . the code lines that are confusing me are these two: ... gpio pullup push-pull asked oct ' at : jusaca gold badges silver badges bronze badges vote answers views voltage gain for driver in class ab amplifier can anyone tell me how
if you make an internet search for "push pull bjt amplifier" you will find many different variants of the following schematics: simulate this circuit – schematic created using circuitlab these ... amplifier push-pull asked jul ' at : mickkk gold badges silver badges bronze badges votes answers views...
https://electronics.stackexchange.com/questions/tagged/push-pull
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silver badges bronze badges votes answer views lattice and sublattice i understand the definition of lattice and sublattice, but i cannot show the following exercise, since it seems trivial to me. show that, for any subset $s$ of a lattice $l$, the set $s^{l}$ of all ... lattice-orders asked dec ' at
silver badges bronze badges votes answer views is there a finite lattice such that every join-irreducible element is left-modular and that is not semimodular?...
https://math.stackexchange.com/questions/tagged/lattice-orders
views estimation of a pde solution if $(y,t) \to e(y,t)$ satifies the following equation: $$\partial_t e+e \partial_x e-\epsilon \partial_{xx}e+u^ \partial_x e=g(x,t)$$ where $u^ $ and $g$ are known $$u(y,t)=\frac{ }{ +e^{y/ }} $$ ... pde estimation asked yesterday anas boualii silver badge bronze badges
bronze badges votes answers views estimate solution of poisson equation on unit ball consider the following boundary value problem where $u=\{x \in \mathbb{r}^ \mid |x| $ such that $\|d(f^{-n})(f^{k}(q))\|\leq c\lambda^{n}$ for all $k\in\mathbb{z}$ and $n\in\mathbb{n}$?...
https://math.stackexchange.com/questions/tagged/estimation
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