Advertisements
Advertisements
प्रश्न
Characol pieces of tree is found from an archeological site. The carbon-14 content of this characol is only 17.5% that of equivalent sample of carbon from a living tree. What is the age of tree?
उत्तर
activity R = 17.5%
T1/2 = 5730 yr
The activity of the sample R = R0 e-λt
e-λt = R0/R
By taking the algorithm on bothsides, we get
t = `1/lambda ln ("R"/"R"_circ)`
`"T"_(1/2) = (ln2)/lambda`
t = `("T"_(1/2)/(ln 2) ln ("R"/"R"_circ)`
t = `5730/(ln2) ln (1/0.175) = 14,400` yr
t = `1.44 xx 10^4` yr
APPEARS IN
संबंधित प्रश्न
In alpha decay, why the unstable nucleus emits \[\ce{^4_2He}\] nucleus? Why it does not emit four separate nucleons?
What is mean life of nucleus? Give the expression.
What is half-life of nucleus? Give the expression.
Define curie.
Discuss the alpha decay process with example.
Discuss the gamma decay process with an example.
Explain the idea of carbon dating.
On your birthday, you measure the activity of the sample 210Bi which has a half-life of 5.01 days. The initial activity that you measure is 1µCi.
- What is the approximate activity of the sample on your next birthday? Calculate
- the decay constant
- the mean life
- initial number of atoms.
Mean life (τ) of a radioactive substance is x times of its half-life (t). Here x is:
The radio active decay of uranium into thorium is expressed by the 92U238 `->` 90Th234 + x where x is