4) A radioactive sample reduced to 15% of its initial value in 30minutes. Calculate the decay constant of the sample.
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Q: Page 2 2:15 Nuclear 2019 Done SPA5302 (2019) SECTION A Answer ALL questions in Section A Question A1…
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Q: 5. How many nuclei of 238 U remain in a rock if the activity registers 270 decays per second? (Note…
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Q: 9. The radioactive isotope (82Sr) has a half-life of 25.4 days. A sample containing this isotope has…
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Q: A radioactive sample has a decay constant of 2.97 x 10 s¹¹. Estimate the half-life.
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Q: Identify the missing nuclides in the following decays: (a) 2Bi →? + He (b) Kr → ? + e + D (c) ?→He +…
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Q: 2:11 Nuclear Done Queen Mary University of London, 2020 2 of 8 Page 2 SPA5302 (2020) SECTION A…
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- When there is a mismatch between the number of protons and neutrons inside a nucleus they become unstable. An unstable nucleus will release tradition till it is stable. This process is called radioactive decay.
- This decay will be exponential in nature and is given by,
Here N0 is the original number of radioactive nuclei present, t is the time, and λ is the decay constant of the radioactive sample. This is known as the exponential law of radioactive decay.
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- Based on data acquired during a radioactive decay lab using an unusual assortment of geometrically novel dice, the following trendline equation for an R vs. rolls graph is obtained: y = 321.03e-0.41x. Determine the decay constant, mean life, half-life, Nor & Ro. decay constant = mean life = half-life = R₂ = No = rolls rolls decays/roll dice rolls-1Q4 Natural Uranium, as found on earth, consists of two isotopes in the ratio of ^ 235 U/ ^ 238 U=0.07 Assuming that these two isotopes existed in equal amounts at the time the earth was formed; calculate the age of the earth. [note: life times: ^ 238 U=6.52*10^ 9 years , ^ 235 U=1.02*10^ 9 years]Example 6: A test tube of an isotope having a decay constant of 0.765 x 10-6 s-1 contains 3.0 x 1017 nuclei of this isotope. (a) What is the half-life of this isotope? (b) What is the initial activity (in Bq) of the isotope? (c) What is the activity of the isotope after 12 days?
- Marie and Pierre Curie managed to extract 1 mg of radium from ten tonnes of uranium ore in 1898. The number of atoms in 1 mg of radium is 2.66 x 10¹8. Calculate a) The decay constant for radium-226Learning Check Estimate the diameter of the smallest and largest naturally occurring nuclei: (a)}H (b)²3§U1. For each of the following nuclei, use the semiempirical mass formula to compute the total binding energy and the binding energy per nucleon. a) 80!7 b) 28Ni60 c) 79AU198 av= 15.5 MeV, as= 16.8 MeV ac =0.72 MeV asym= 23 MeV ар-34 MeV
- 235U is radioactive, with a long half-life of 704 million years. The decay products of a 235U fission reaction typically have half-lives of a few minutes. this means that the decay products of a fission reaction haveA. Much higher activity than the original uranium.B. Much lower activity than the original uranium.C. The same activity as the original uranium.6) A sealed box was found and contained an alloy composed of equal parts by same weight of two metals A and B. These metals are radioactive, with half lives of 12 years and 18 years respectively. When the container was opened, it was found to contained 0.53 kg of metal A and 2.20 kg of metal B. Determine the age of the alloy.please solve question 3
- If it is known that 87% of an initial radioactive sample remains after 3 days, what is the decay rate λ of the sample in units of decays/day?Americium-243 has a decay constant of 9.39* 10-5 years-1. How long will it take for a sample of americium to lose one-third of its nuclei? please write given, reasoning, and stepsd) A radioactive source has an activity of 3.6x107 Bq due to the decay of a radioisotope with a half-life of 7250 years. Calculate i) The decay constant ii) The initial number of atoms present.