
Absolute Age Dating
Presentation
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Science
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7th Grade
•
Practice Problem
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Medium
+9
Standards-aligned
Stephen Prior
Used 387+ times
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7 Slides • 7 Questions
1
Dating
Using elements to determine numerical age.
2
Using Radioactive Elements to Determine Age
Scientists can use very small amounts of radioactive elements to determine how old an object is. This works in anything from dead trees to rocks and fossils!
An element is "radioactive" when the particles are unstable and release energy in the form of radiation.
3
Drag and Drop
4
Multiple Choice
When particles of an element become unstable and release energy in the form of radiation, that element is said to be:
Radioactive
Relative
On Fire
Convection
5
Each radioactive element has a different rate of "decay". This length of time is referred to as the Half-Life of the element.
Half-life: The amount of time it takes for half of the radioactive atoms to decay.
6
Each ring represents 1 year in the tree's life. Counting the number of rings will give you the amount of years the tree was alive.
Tree Rings
The amount of time it takes for half of the radioactive atoms in an object to decay. Knowing how much radioactive material is still left in an object will tell you how old the object is.
Half-Life
7
Multiple Choice
The amount of time it takes for half of the particles of an element to decay is called:
Absolute Age
Half-Life
Radioactivity
8
When the object forms, this is when there is 100% of the radioactive elements in an object.
Starting Point
The amount of time it takes for half of the radioactive atoms to decay.
1st Half-Life
50% of the radioactive element is left. After a second half-life, we are left with 25%.
2nd Half-Life
25% is left from the original amount. After a third half-life, we are left with 12.5%.
3rd Half-Life
9
Hotspot
Which of the logs have experienced 2 half-lifes?
10
Different elements have different half-lives. Some elements decay very quickly and some decay very, very slowly.
Different Elements
11
No Carbon-14 has started to decay yet.
How old is this log?
Starting Point
After 1 half-life, 50% of the Carbon-14 is left.
How old is this log?
1st Half-Life
After 2 half-life, 25% of the Carbon-14 is left
How old is this log?
2nd Half-Life
After 3 half-life, 12.5% of the Carbon-14 is left
How old is this log?
3rd Half-Life
Carbon-14 - Half-life: 6,000 years
12
Multiple Choice
How much of the original radioactive element is remaining after 2 half-lives?
100%
75%
50%
25%
13
Multiple Choice
If there is 12.5% of the radioactive element left in an object, how many half-lives has it experienced?
1
2
3
4
14
Multiple Choice
The half-life for a radioactive particle is 2,500 years. How old is an object that only has 50% of that particle remaining?
1,250 years
2,500 years
5,000 years
10,000 years
Dating
Using elements to determine numerical age.
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