Inverse Functions - Inverse of Radioactive Decay Example
Last video I did an example on radioactive decay when given the half life of strontium-90 and derived an exponential function. In this video I go over what the inverse of that function is as well as how to interpret it.
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Inverse Functions: Example on Inverse of Radioactive Decay Equation
Example
From my last video: http://youtu.be/dmMRX82zqlc
The half-life of strontium-90, 90Sr, is 25 years. This means that half of any given quantity of 90Sr will disintegrate or decay in 25 years.
(a) If a sample of 90Sr has a mass of 24 mg, find an expression for the mass m(t) that remains after t years.
(b) Find the inverse of the above equation and interpret what it means.
Solution
What this equation means is that it is the time required for the strontium-90 to decay to m milligrams.
hello @mes,
all the formulas took me back to university, when I was studying chemistry I didn't think I would find people who like formulas, thanks for the good information.
publicity note:
I'm promoting That curation trail on HIVE and it would help me a lot if you forward it, You can also check it yourself: you might find it interesting to join, I'd love to hear your comments.
Yup, formulas was always second nature to me!
And thanks for the info, I haven't been on a Curation Trail but will check it out!