Chemistry - Chapter 2: Atomic Weights

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21 Terms

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isotopes

same elements with different numbers of neutrons and therefore different mass numbers

<p>same elements with different numbers of neutrons and therefore different mass numbers</p>
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Where are isotopes found?

in nature

<p>in nature</p>
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What does a mass spectrograph/spectrometer do?

detects the presence and characteristics of isotopes

<p>detects the presence and characteristics of isotopes</p>
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What does a mass spectrograph/spectrometer do?

it charges and accelerates isotopes with an electron beam

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What does a mass spectrometer's magnetic field do to the isotopes?

it bends the path of charged atoms (atoms with greater mass have less bent paths than lighter atoms)

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atomic weight/mass

average weight of 2+ isotopes

<p>average weight of 2+ isotopes</p>
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What is atomic weight (amu) based on?

Carbon-12 scale

<p>Carbon-12 scale</p>
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Carbon-12 (12 amu)

most common C isotope, standard unit for measuring atomic weights

<p>most common C isotope, standard unit for measuring atomic weights</p>
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How to find atomic weight

1. Multiply the isotopes' mass by its decimal proportions

2. Add the products

3. Round to the nearest hundredth (unless otherwise stated)

<p>1. Multiply the isotopes' mass by its decimal proportions</p><p>2. Add the products</p><p>3. Round to the nearest hundredth (unless otherwise stated)</p>
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What must the percentage proportion of isotopes add up to?

100%

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What must the decimal proportion of isotopes add up to?

1 (A + B = 1)

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How to find unknown isotope proportions with known atomic weight?

1. (mass ⋅ A) + (mass ⋅ B) = atomic weight

2. A + B = 1 → B = 1 - A

3. (mass ⋅ A) + (mass [1 - A]) = atomic weight

4. Solve for A

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What can atomic weight be measured in?

amu or gram atomic weight/mass

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What is gram atomic weight/mass?

atomic weight/mass expressed in grams

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1 gram atomic weight =

6.022 × 10^23 atoms (Avogadro's number)

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amu to gram atomic weight

1 amu = 1 gram atomic weight

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1 gram = ? amu

6.022 × 10^23 amu

<p>6.022 × 10^23 amu</p>
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1 amu = ? grams

1/6.022 × 10^23 grams = 1.66 × 10^-24 grams

<p>1/6.022 × 10^23 grams = 1.66 × 10^-24 grams</p>
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What happens during Unit Factor Analysis/Dimensional Analysis?

units are arranged to cancel out

<p>units are arranged to cancel out</p>
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Dimensional Analysis Set Up

original unit x new unit/original unit (conversion factor) = new unit

<p>original unit x new unit/original unit (conversion factor) = new unit</p>
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Finding grams/atoms dimensional analysis formula

(# of atoms/1) x (1 atomic weight in grams/6.022 × 10^23 atoms) x (mass of element/1 gram atomic weight) = x grams/atoms