Ch.20 - Nuclear Chemistry
Chapter 20, Problem 109
A 255-gram laboratory rat is exposed to 23.2 rads. How many grays did the rat receive? How many joules were absorbed by the rat?
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Textbook Question
One of the new superheavy elements added to the periodic table in 2016 was synthesized when a beam of 48Ca ions was directed at a target of 243Am.
(a) Write a balanced nuclear equation for the formation of this element.
(b) What isotope is formed after the nuclide formed in the nuclear transmutation reaction in part (a) emits one alpha particle?
(c) How many alpha particles were emitted to reach the isotope 268Db, the final decay product?
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Textbook Question
Fraud in science is rare but does happen occasionally. In 1999, the creation of three superheavy elements (one new) was claimed when 208Pb was bombarded with 86Kr. The claim was subsequently found to be fraudulent and was with-drawn. Identify the isotopes X, Y, and Z that were claimed.
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Textbook Question
The most abundant isotope of uranium, 238U, does not undergo fission. In a breeder reactor, however, a 238U atom captures a neutron and emits two b particles to make a fis-sionable isotope of plutonium, which can then be used as fuel in a nuclear reactor. Write a balanced nuclear equation.
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Textbook Question
The maximum level of radon in drinking water is 4.0 pCi (4.0 x 10^-12Ci) per milliliter.
(a) How many disintegrations occur per minute in 1 mL of water at the maximum radon level?
(b) If the radioactive isotope is 222Rn(t1/2 = 3.8 days), how many 222Rn atoms are present in 1 mL of the water?
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Textbook Question
Nitrogen-16 is formed in the cooling water flowing through a hot reactor core in a nuclear power plant. It is formed when oxygen captures a neutron and then emits a b par-ticle. Determine the activity of 50.0 mg of 16N in units of Bq and Ci.
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Textbook Question
A proposed nuclear theory suggests that the relative abun-dances of the uranium isotopes 235U and 238U were approximately equal at the time they were formed. Today, the observed ratio of these isotopes is 7.25 x 10^-3. Give that the half-lives for radioactive decay are 7.04 x 19^8 are y for and 4.47 x 10^9 y for , calculate the age of the elements.
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