The examined world

Science

Experiments, discoveries and scale-shifting facts about matter, life and the universe.

498 entriesPage 8 of 21Context and sources

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87Drive
67Stillness
468Wonder
Q0833
WonderScience

The Sun holds about 99.8% of all the mass in the solar system.

The Sun contains about 99.8% of all the mass in the solar system; everything else — all the planets, moons, asteroids and comets — shares the remaining fraction, and Jupiter alone takes most of that. In truth, the planets are little more than leftovers orbiting one overwhelming star.

Q0837
WonderScience

In quantum mechanics, a particle can be described as a superposition of possible states until measurement gives a definite outcome.

Quantum superposition does not mean a particle is doing anything we can imagine in ordinary terms. It means the theory tracks multiple possible outcomes together until interaction or measurement changes what can be known. This matters globally because quantum physics underlies lasers, chips and new technologies. The lesson is humility: reality is not limited to everyday intuition.

Q0838
WonderScience

Quantum entanglement links measurement outcomes between particles, but it cannot be used to send ordinary messages faster than light.

Entangled particles show correlations that classical intuition cannot fully explain. Measuring one is linked with what can be said about the other, even across distance, but the effect does not let people transmit usable information instantly. This matters because the real science is stranger and stricter than the myth. The lesson: wonder improves when accuracy survives.

Q0839
WonderScience

Heisenberg’s uncertainty principle says certain pairs, such as position and momentum, cannot both be known with unlimited precision.

The uncertainty principle is not just bad instruments or clumsy observers. In quantum theory, some properties are linked so that sharpening one description necessarily blurs the other. This matters because it marks a boundary between everyday measurement and quantum reality. The so-what: knowledge itself has structure, not only gaps.

Q0842
WonderScience

The DNA coiled inside a single human cell is about two metres long when stretched out, folded into a microscopic nucleus.

DNA is thin, long and carefully packed around proteins so it can fit inside the nucleus while still being accessed when needed. The personal comparison is astonishing: many cells carry a thread longer than your height packed into invisibility. This matters for genetics, repair and disease. The lesson: life depends on organisation as much as information.

Q0843
WonderScience

Octopuses have three hearts and copper-based blue blood, adaptations that help them move oxygen through a very different body plan.

Two octopus hearts pump blood through the gills, while a central heart sends it through the rest of the body. Their blood uses copper-containing haemocyanin rather than iron-rich haemoglobin, giving it a bluish colour. This matters because intelligence and life do not need to look mammalian. The lesson: evolution has many engineering styles.

Q0847
WonderScience

Humans and bananas share some genes because all living things inherited parts of the same deep biological toolkit.

The popular human-banana comparison is often exaggerated, but the underlying point is real: many basic cellular processes are ancient and shared across life. Genes involved in growth, metabolism or cell repair can have distant relatives in very different organisms. The global lesson is kinship without sameness. Biology connects life without making everything alike.

Q0850
WonderScience

The Fibonacci sequence appears in some natural patterns, such as certain flowers and seed arrangements, but not everywhere nature is beautiful.

Each Fibonacci number is the sum of the two before it, and related spirals can appear where growth packs repeated parts efficiently. But nature is not forced to follow one sequence in every shell, leaf or storm. This matters because wonder should not require exaggeration. The lesson: patterns are more powerful when we respect their limits.

Q0851
WonderScience

Gödel showed that any rich enough formal mathematical system contains true statements it cannot prove from inside itself.

Gödel’s incompleteness theorems shook the dream that mathematics could be made into one complete, self-proving machine. In systems powerful enough for arithmetic, consistency and completeness cannot both be secured in the hoped-for way. This matters beyond maths because it humbles perfect-system thinking. The lesson: even rigour has boundaries.