The size of a hydrogen atom is about 10−10 m, but its nucleus is only about 10−15 m. What does this tell us? |
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Most of the atom is empty space!This size difference supports the Bohr model and quantum mechanical models, which describe electrons as occupying a large region around the nucleus rather than being inside it. |
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Each element has a unique spectral fingerprint. What do we call the visible set of hydrogen’s spectral lines? |
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In Rutherford’s gold foil experiment, what fraction of α-particles were deflected by more than 90°? |
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Only 1 in 8000! That’s why the discovery of the nucleus was such a surprise—no one expected such strong repulsion. |
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They can only exist in specific quantized orbits—no energy loss unless they jump between levels! |
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An electron in a hydrogen atom drops from n = 3 to n = 2. What’s the wavelength of the emitted photon? |
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If Bohr’s quantization rule applied to planets, what would the Earth’s quantum number be in its orbit around the Sun? |
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The atom ionizes—the electron completely escapes, and the atom is no longer neutral! |
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De Broglie suggested electrons act like waves. What must be true for an orbit to exist? |
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The electron’s wavelength must fit perfectly in the orbit, forming a standing wave. |
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It jumps to a higher energy level—but only if the photon has exactly the right energy! |
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In the nucleus—it contains protons and neutrons, which are about 2000 times heavier than electrons! |
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What’s faster: an electron jumping between energy levels or the blink of an eye? |
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Electron jumps happen in about a billionth of a second (10-9 s), much faster than blinking (~0.1 s). |
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If an alpha particle is positively charged, why did some of them bounce back in Rutherford’s experiment? |
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They collided with the tiny, dense, positively charged nucleus, experiencing strong repulsion. |
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How much energy does a hydrogen atom need to completely ionize from its ground state? |
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Energy levels are quantized, meaning electrons can only exist in fixed orbits where their wave fits perfectly. |
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The Balmer series appears in the visible spectrum. What’s the color of the longest wavelength transition? |
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An alpha particle (charge = +2e) moves toward a gold nucleus (Z = 79) with 7.7 MeV energy. |
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An electron in hydrogen jumps from n = 4 to n = 2. The energy released is 2.55 eV. Find the emitted photon's frequency using: |
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Find the wavelength of the emitted photon for the n = 3 to n = 2 transition. Use: |
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What if Bohr’s quantization applied to planetary motion? What would Earth’s quantum number be? |
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If a hydrogen atom emits 10 photons, how many electrons changed energy levels? |
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At least 1 electron! A single electron can emit multiple photons as it cascades down energy levels. |
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![]() Completed! Keep practicing to master all of them. |