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You find the number of neutrons, N

You find the number of protons, P

Then the ratio is N:P.

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9y ago
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1mo ago

The ratio of neutrons to protons in an atom can be calculated by subtracting the atomic number (number of protons) from the Atomic Mass (sum of protons and neutrons) of the atom. Mathematically, ratio of neutrons to protons = (Atomic mass - Atomic number).

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Q: How do you find the ratio of neutrons to protons?
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What ratio can be used to predict the stability of an atom?

This is the protons/neutrons ratio in the atomic nucleus.


What is the ratio of neutrons to protons in a nucleus of radon 222?

The ratio of neutrons to protons in a nucleus of radon-222 can be calculated by subtracting the atomic number from the mass number. For radon-222, the atomic number is 86 and the mass number is 222. Therefore, the ratio of neutrons to protons in radon-222 is 222 - 86 = 136 neutrons to 86 protons.


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What is the neutron-proton ratio for nitrogen -14?

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What is the the stability of an isotope based on Its 1. number of neutrons only 2. number of protons only 3. ratio of neutrons to protons 4. ratio of electrons to protons?

The stability of an isotope is determined by the number of neutrons it has, with more neutrons generally making the isotope less stable. The number of protons in an isotope affects its stability through the balance of electromagnetic forces within the nucleus. The ratio of neutrons to protons can impact stability, with an optimal range for stability typically around 1:1 for light elements and 1.5:1 for heavier elements. The ratio of electrons to protons does not directly influence the stability of an isotope, as electrons are located outside the nucleus and do not directly affect nuclear stability.


Where do you find neutrons?

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What is the proton to neutron ratio of carbon 14?

The proton to neutron ratio of carbon-14 is 6:8, which simplifies to 3:4. This ratio indicates that carbon-14 has 3 protons and 4 neutrons in its nucleus.


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How many neutrons do protons have?

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Why does thorium undergo radioactive decay?

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