Carbon-14 Decay Quiz

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Questions and Answers

What does the y-axis in the graph represent?

  • The total number of atoms in the sample
  • The percentage of daughter atoms
  • The percentage of Carbon-14 atoms remaining (correct)
  • The age of the sample in years

What is the significance of the smooth curve in the graph?

  • It shows irregular fluctuations in decay rates.
  • It indicates a linear relationship between age and Carbon-14.
  • It is a model that applies only to non-radioactive elements.
  • It represents the constant decay of Carbon-14 over time. (correct)

After how many years does a sample with 3.125% Carbon-14 approximate?

  • 25,000 to 30,000 years (correct)
  • 10,000 to 15,000 years
  • 15,000 to 20,000 years
  • 20,000 to 25,000 years

If 6.25% of Carbon-14 remains, what fraction of the initial amount is left?

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Flashcards

Half-life

The time it takes for half of the radioactive atoms in a sample to decay into a different element.

Parent Atom

The original, radioactive atom in a decay process (like carbon-14).

Daughter Atom

The atom that results from the decay of a parent atom.

Radioactive Decay

The process where an unstable atom transforms into a different atom by emitting radiation.

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Beta Decay

A type of radioactive decay where an atom's nucleus emits a beta particle (an electron) and a neutrino.

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Study Notes

Radioactive Decay of Carbon-14

  • A rock sample contains 3.125% parent Carbon-14 atoms and 96.875% daughter atoms
  • The graph displays the decay of Carbon-14 over time
  • Locate 3.125% on the y-axis
  • Follow the corresponding value to the curve on the graph
  • The x-axis shows the approximate age of the sample
  • Follow the line to the x-axis and note the value at that point
  • By examining the graph, a sample with 3.125% Carbon-14 corresponds to an age of roughly 28,000 - 30,000 years
  • This indicates approximately 2 to 3 half-lives have passed.

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