Help with this <,
Scientists use naturally occurring radioactive isotopes to determine the age of fossils and rocks. Radioactive elements are unstable. Over time, they decay and form new elements. The rate of this decay is characteristic for each isotope and is called the half-life of the isotope. A half-life is the amount of time it takes for half of the radioactive atoms to decay. Using the known half-life for the isotope, scientists can compare the amount of isotope present to the amount of decay product present and use this ratio to determine the age of the sample being studied.
1. How many half-lives would elapse be in 60,000 years?
Umm half of 60000 right
What percent would it be
Oh it is 0.07%
4200?
First: what is the half life of carbon 14? Use that to find... How many half-lives would elapse be in 60,000 years?
6000
Use units. 6000 years. How many half-lives would elapse be in 60,000 years?
10
Yep, now to find explain the answer, they probably want you to find how much carbon 14 would be left. So find (1/2)^10
0.00097
Sorry I was stuck doing something I'm back
So that's probably what they want you to use. I'd convert that number to a %. Then you can describe that after more 60,000 years, there is less than that % of carbon 14 left.
0.097%
well is this for #1
Yes but that isn't the answer. They want you to explain.
Okay, well I need to explain how I got the answer
I mean do I explain the way I got the answer
I kinda explained it in my last post.
Last post? you mean above right?
Yes where i described it
I'd guess that's why it's ineffective, cos there's too small of an amount of carbon 14 left
Okay now on number 2 :)
Since the potassium has a much longer half life, it can be used to date much older objects than carbon
And disadvantage
It can't date recent objects for the same reason, half life is too long
Okay so for number 2 part b?
Would it be because this potassium would be found in living objects and would be easier to trace
I think by living organisms they mean ones of animals that still exist. Which would mean the fossils aren't very old... see last post.
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