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Radiometric Dating Chapter 18 Geology. Absolute Dating Gives a numerical age Works best with igneous rocks difficult with sedimentary rocks Uses isotopes.

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Presentation on theme: "Radiometric Dating Chapter 18 Geology. Absolute Dating Gives a numerical age Works best with igneous rocks difficult with sedimentary rocks Uses isotopes."— Presentation transcript:

1 Radiometric Dating Chapter 18 Geology

2 Absolute Dating Gives a numerical age Works best with igneous rocks difficult with sedimentary rocks Uses isotopes –Radioactive –Different number of neutrons (than stable atom)

3 Carbon 12 ( 12 C) –Atomic mass is on periodic table Carbon 14 ( 14 C) –2 “extra” neutrons –radioactive

4 Half-Life 0 200 400 600 800 1000 1200 New1 Half- Life 2 Half- Lives 3 Half- Lives 4 Half- Lives Activity The time required for the Parent material to decrease by one-half

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6 How long is a half-life?

7 ParentDaughterHalf life Potassium 40Argon 401.3 by Rubidium 87Strontium 8748.8 by Uranium 235Lead 207.7 by Carbon 14Nitrogen 146,000 years Sodium 22Aluminum 2715 hours

8 14 Carbon Only accurate for ages less than 100,000 years Parent gets too small to accurately measure

9 Preparing a rock for mass spectrometer

10 Mass spectrometer measures D/P ratio

11 Half life problem If you begin with 80 grams of 14 C after a time, 20 grams are left. How old is the sample?

12 Another half-life problem 1,000 grams of radioactive element is in a rock when it is formed. The element’s half-life is 2 million years. After a time, 125 grams of the original element remain. How old is the rock?

13 Using daughter/parent ratio 1) D/P ratio 2) figure out number of half-lives –Use graph 3) multiply number of half-lives by the time of one half-live Example: 240 g 14 N ; 8 g 14 C 14 C 14 N one half life= 6000 years


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