The following graph shows the rates of decay for four parent isotopes. Based on the graph, which parent isotope most likely has a half-life of 4.5 billion years? Graph showing the rates of decay for four parent isotopes, labeled A, B, C, and D. After 4.5 billion years, approximately 1 percent of parent isotope A exists; approximately 50 percent of parent isotope B exists; approximately 85 percent of parent isotope C exists; and approximately 95 percent of parent isotope D exists. Public Domain A B C D
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mhm.
AHA! Got it.
I put B but I wasn't completely positive on that
Numerical Time •Radioactive decay of unstable isotopes can be used to determine the age of igneous and metamorphic rocks. •Radioactive decay occurs when a parent isotope gains or loses protons, neutrons, and/or electrons as it is converted to a daughter atom. •The half-life is the length of time taken for half of the radioactive material to decay.
// theres more dont worry
lol
Haha thanks. :)
So is B correct?
Heres another one if you don't mind takin a look? As potassium-40 decays, it becomes argon-40, as shown in the following graph. Graph showing the decay of potassium-40 over time. After 1 half-life, a sample is half potassium-40 and half argon-40. After 2 half-lives, the sample is one-fourth potassium-40 and three-fourths argon-40. After 3 half-lives, the sample is one-eighth potassium-40 and seven-eighths argon-40. After 4 half-lives, the sample is one-sixteenth potassium-40 and fifteen-sixteenths argon-40. Public Domain Potassium-40 has a half-life of approximately 1.25 billion years. Approximately how many years will pass before a sample of potassium-40 contains one-sixteenth the original amount of parent isotope? 1.25 billion 2.5 billion 3.75 billion 5 billion
This is now your bible on this stuff, Tell me if the stickie doesn't work yeah? Or the pdf lol ________ \(\bbox[5pt, #E8F ,border:5px solid #000]{\frak \huge \ Kayla~Princess}\)
-btw sorry for the linda webber name, im using a familys laptop-
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