Define the term molecule?
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two or more atoms; chemically bonded together
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Define the term molecule?
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two or more atoms; chemically bonded together
State the difference between an atom and a molecule?
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an atom is the smallest particle of an element that can take part in a chemical reaction; a molecule is a group of two or more atoms chemically bonded together
State the relative mass and relative charge of a proton?
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relative mass = 1; relative charge = +1
Explain why atoms are electrically neutral?
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atoms contain equal numbers of protons and electrons; the positive charges from protons cancel the negative charges from electrons
Identify the sub-atomic particle that has negligible mass and a negative charge?
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electron
Define the term isotope?
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atoms of the same element / with the same number of protons; but with different numbers of neutrons / different mass numbers
An atom has an atomic number of 17 and a mass number of 35. Calculate the number of protons, neutrons and electrons in this atom?
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protons = 17; neutrons = 35 − 17 = 18; electrons = 17
Explain why isotopes of the same element have identical chemical properties?
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isotopes have the same number of electrons; chemical properties depend on the electron arrangement / number of electrons
Define the term relative atomic mass?
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the weighted average mass of the atoms of an element; compared to one-twelfth the mass of a carbon-12 atom
Boron has two isotopes: ¹⁰B with 20% abundance and ¹¹B with 80% abundance. Calculate the relative atomic mass of boron?
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Equation used: $${A}_{r}=\frac{({\text{mass}}_{1}\times {\text{abundance}}_{1})+({\text{mass}}_{2}\times {\text{abundance}}_{2})}{100}$$ Multiply each isotope’s mass by its abundance. $$10\times 20=200$$ $$11\times 80=880$$ Sum the products and divide by 100. $${A}_{r}=\frac{200+880}{100}$$ $${A}_{r}=\frac{1080}{100}$$ $${A}_{r}=10.8$$
Explain why the relative atomic mass of chlorine is 35.5 rather than a whole number?
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chlorine exists as a mixture of isotopes (³⁵Cl and ³⁷Cl) with different abundances; the Aᵣ is a weighted average of these isotopic masses, which does not have to be a whole number
Copper has two isotopes: ⁶³Cu with 69% abundance and ⁶⁵Cu with 31% abundance. Calculate the relative atomic mass of copper to one decimal place?
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Equation used: $${A}_{r}=\frac{({\text{mass}}_{1}\times {\text{abundance}}_{1})+({\text{mass}}_{2}\times {\text{abundance}}_{2})}{100}$$ Multiply each isotope’s mass by its abundance. $$63\times 69=4347$$ $$65\times 31=2015$$ Sum the products and divide by 100. $${A}_{r}=\frac{4347+2015}{100}$$ $${A}_{r}=\frac{6362}{100}$$ $${A}_{r}=63.6$$