SmartSugarDaddy

لن تقوم برمي كابل شحن الهاتف مرة اخرى بل اصلحه بخيط سماعات الهاتف 🔌🧵📱

@warfareanalysis Death to the satanic settlers. Allah with Al-Qassam

On 07/07/2025, Al-Qassam Brigades published footage of an ambush targeting Israeli soldiers in the Al-Ziraa area of Beit Hanoun, northern Gaza, in which two explosives were remotely detonated, the first targeting the initial force and the second targeting the rescue force. Following the ambush, the Israeli army announced the killing of 5 soldiers and the injury of 20 others, all from Netzah Yehuda Battalion.

Derivative of tan x

Ve, @DiegoRuzzarin nos explica ese adefesio que llaman "democracia" en Estados Unidos: "Estados Unidos tiene 435 personas en el Congreso. Todos los que están en negro y rojo reciben dinero de Israel. Sólo los que están en azul y verde no reciben dinero de Israel. O sea, de los 435 miembros del Congreso, 324 representa los intereses del lobby sionista. (...) Marx tenía razón, y no es por querer citar a Marx todo el puto tiempo, pero es que si, la realidad constantemente le da la razón a Marx, pues lean a Marx. No sé quién más recomendarles."

Pascal’s Triangle is a triangular array of numbers where each number is the sum of the two numbers directly above it. Where It’s Used Probability & statistics Combinatorics Algebra Computer science algorithms #matrix #pascal #mathematics #math

Warmup to Statistical Mechanics What Exactly is a Hamiltonian A System? In ordinary Mechanics, you might begin with position and velocity. Hamiltonian Mechanics rewrites the same motion in a different language. Instead of position and velocity, it uses position and momentum. We write the position variables as q and the momentum variables as p. Then the full state of the system at one instant is (q, p) That pair is one point in phase space. Why do we do this? Because in these variables, the equations of motion take a remarkably clean form. Everything is generated by one single function, the Hamiltonian H(q, p) and in the simplest cases this Hamiltonian is just the total energy written in terms of position and momentum. So if you know H, you know the dynamics. You might wonder, but how can one function generate motion? The rule is dqᵢ/dt = ∂H/∂pᵢ dpᵢ/dt = −∂H/∂qᵢ These are Hamilton’s equations. Now read them slowly 😄 The rate of change of position comes from differentiating H with respect to momentum. The rate of change of momentum comes from differentiating H with respect to position, with a minus sign. This constitutes the whole engine. A simple example makes this less abstract: Take one particle of mass m moving in a potential V(q). Then the Hamiltonian is H(q, p) = p²/(2m) + V(q) The first term is kinetic energy. The second term is potential energy. Now apply Hamilton’s equations. First, dq/dt = ∂H/∂p = p/m So momentum tells you how position changes. Second, dp/dt = −∂H/∂q = −dV/dq Thus, momentum changes because of force. If you now combine these two equations, you recover ordinary Newtonian mechanics. Since p = m dq/dt, we get m d²q/dt² = −dV/dq So, Hamiltonian mechanics is not a different theory. It is the same mechanics, written in a form that exposes its geometric structure much more clearly. The animation The full 3D surface is the Hamiltonian itself, the energy landscape H(q, p). The floor underneath is phase space, marked by energy contours and the local flow field. The bright moving point is one actual state (q(t), p(t)) evolving under Hamilton’s equations. Its trail shows that the motion is not arbitrary. It is guided everywhere by the geometry of the same single function H. The render is doing more than illustrating a particle moving, it is showing how one function organizes the whole phase-space motion. The math breakdown: Start with one degree of freedom. The state is described by position q and momentum p. So the system lives in a two-dimensional phase space with coordinates (q, p) Now choose a Hamiltonian H(q, p) Think of H as the energy function. In many standard systems, H(q, p) = kinetic energy + potential energy For a particle of mass m in a potential V(q), this becomes H(q, p) = p²/(2m) + V(q) Hamilton’s equations say dq/dt = ∂H/∂p dp/dt = −∂H/∂q Now substitute this specific H. First compute the p derivative: ∂H/∂p = ∂/∂p (p²/(2m) + V(q)) = p/m So dq/dt = p/m Now compute the q derivative: ∂H/∂q = ∂/∂q (p²/(2m) + V(q)) = dV/dq So dp/dt = −dV/dq These two first-order equations completely determine the motion. Now, connect this back to Newton’s law. From dq/dt = p/m we get p = m dq/dt Differentiate both sides with respect to time: dp/dt = m d²q/dt² But Hamilton’s second equation gives dp/dt = −dV/dq So , together they imply m d²q/dt² = −dV/dq This is exactly Newton’s second law for motion in the potential V(q). Thus, Hamilton’s equations do not replace mechanic, they reorganize it. #HamiltonianMechanics #PhaseSpace #ClassicalMechanics #MathematicalPhysics #DifferentialEquations #Mathematics #Physics

La mentira 🤥 histórica de la falsa victimizacion de los judíos.✡️ Todo es puro cuento.

“Cuando Napoleón Bonaparte entendió que la religión no era solo fe, sino control social: ‘evita que los pobres maten a los ricos’. La pregunta incómoda sigue vigente… ¿orden o desigualdad disfrazada?”

🎶 Each Sound Frequency produces a unique vibrational pattern, which the laser 💥 turns into light motion.

Adoro estos finales

Do you know all the uses of PVC pipes?

No os perdáis al embajador de Pakistán poniendo en su sitio a Israel en la Asamblea General de la ONU. Poco a poco más países se van hartando y están rompiendo la omertá de muchas décadas con el sionismo.

#قناة_فيزياءللجميع #الفيزيائيين_العرب

interesting tips for perfect results

China está a otro nivel. ⛩️

Topology in its purest form: seemingly inescapable knots around wrists, cables, and legs dissolve through a single continuous deformation. Just the quiet power of knot theory proving our 3D intuition is often a liar.

Ben G'vir de risas en un plató hablando de lanzar bombas de neutrones y de arrasar Irán. Son el Mal Absoluto. Nunca en la historia de la humanidad ha habido gente más peligrosa y abiertamente nociva que ésta. Quienes lo justifican, lo minimizan, lo ocultan, lo edulcoran o lo niegan son como ellos, porque sin su apoyo tácito o explícito, no tendrían esa capacidad.

How do we solve this integral? #integral #math

"Personalmente estoy orgullosa del holocausto de Gaza, y de que dentro de 80 años, les digan a sus nietos lo que hicieron los judíos" May Golan. Ministra de Igualdad Social de Israel Decidme cómo no les vamos a tener asco a estos criminales sionistas.

Conic Sections.