Equation Collection (page 2)

Boyles law of gases, artwork
Boyles law of gases. Computer artwork explaining the gas laws as described by the combined gas law equation: PV=kT, which shows the relationship between the pressure (P), volume (V)

Combined gas law, artwork C013 / 4731
Combined gas law. Computer artwork explaining the gas laws as described by the combined gas law equation: PV=kT, which shows the relationship between the pressure (P), volume (V)

Pressure-temperature gas law, artwork C013 / 4730
Pressure-temperature gas law. Computer artwork explaining the gas laws as described by the combined gas law equation: PV=kT, which shows the relationship between the pressure (P), volume (V)

Pressure-temperature gas law, artwork C013 / 4729
Pressure-temperature gas law. Computer artwork explaining the gas laws as described by the combined gas law equation: PV=kT, which shows the relationship between the pressure (P), volume (V)

PACIOLI, Luca (1445-1510). Italian mathematician
" PACIOLI, Luca (1445-1510). Italian mathematician an clergyman. " Divina Proporcione". FRANCE. Paris. National Library."

Young students at the blackboard in mathematics class at a vocational school in Fall River, Massachusetts
MATHEMATICS CLASS, 1916. Young students at the blackboard in mathematics class at a vocational school in Fall River, Massachusetts. Photographed by Lewis Hine, June 1916

Cryptic Postcard - Three Abbots empty their bowels
Musings from the papal throne...! A postcard with a caption calculation (equation) which needs to be read phonetically (in French)

Lesson at Marlborough
A lesson taking place at Marlborough School. Date: 1950s

Albert Einstein, physicist
Albert Einstein (1879-1955), German-Swiss-US physicist. Born in Ulm, Germany, Einstein studied at the Zurich Polytechnic Institute until the age of 21, then worked at the Swiss patent office

Obesity equation. Conceptual computer artwork showing how a sedentary lifestyle and junk food diet contributes to obesity

Number blocks. Toy blocks depicting the numbers 1, 2 and 3. These blocks are used to teach young children and people with dyslexia how to solve mathematical problems

Arkady Migdal, Russian physicist
Arkady Beinusovich Migdal (1911-1991), Russian physicist, giving a lecture. Migdal was born in Lithuania. He worked in the fields of particle and quantum physics

Nikolai Bogolyubov, Soviet physicist
Nikolai Nikolaevich Bogolyubov (1909-1992), Soviet mathematician and physicist. Bogolyubov was born in Russia, and then educated in Kiev, the Ukraine

Mathematical artwork. Computer-generated image derived form polynomial equations

Learning arithmetic
MODEL RELEASED. Learning arithmetic. 4-year-old boy holding a blackboard with the equation 1+1=2 on it. A fundamental part of human intelligence is the ability to produce abstract representations

Learning physics
MODEL RELEASED. Learning physics. 4-year-old boy holding a blackboard with the equation E=mc2 on it. This equation relates energy (E) and mass (m) by the square of a universal constant

Nuclear research, conceptual artwork
Nuclear research. Conceptual artwork of a scientist observing an atomic explosion in a petri dish. This image can represent research into nuclear weapons

Hospital bed costs, conceptual image. Computer artwork representing the financial decisions behind the allocation of beds in a hospital

Particle tracks, equations and head
Particle tracks. Conceptual computer illustration depicting the increasing human understanding of particle physics as a head viewing subatomic part- icle tracks (orange)

Nuclear fusion reactions, computer artwork. These three reactions are being investigated for use in fusion power. Protons are red and neutrons blue

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"Unlocking the Secrets of the Universe: Exploring Equations in Particle Physics" In a captivating scene within a lecture theatre, minds are ignited with curiosity as equations dance across the blackboard. These mathematical symbols hold immense power, transcending time and space to unravel the mysteries of our universe. From Albert Einstein's groundbreaking theories to Kapitsa and Androv's contributions in particle physics equations, these brilliant Russian physicists have paved the way for scientific advancements that continue to shape our understanding of reality. Delving deeper into history, we find ourselves transported to the 18th century, where mathematical series emerged as an elegant tool for solving complex problems. This era witnessed great minds like Isaac Newton, whose profound insights revolutionized physics forever. As we explore further, we stumble upon "Elementos de Matematica, " a masterpiece penned by Benito Bails. This Spanish architect turned mathematician crafted a work that would transcend disciplines and inspire generations to come. His dedication towards bridging artistry and mathematics echoes through his timeless creation. Equations serve as gateways into uncharted territories; they encapsulate knowledge from diverse fields such as physics, astronomy, and mathematics. They possess an inherent beauty that captivates both scientists and artists alike – revealing patterns hidden beneath layers of complexity. Just like puzzle pieces falling into place or musical notes harmonizing perfectly together – equations offer glimpses into nature's symphony. They provide us with tools necessary for decoding intricate phenomena occurring at microscopic scales or vast cosmic expanses. So let us embrace this universal language of equations; let them guide us on our quest for truth.