How to practice topic:radioactivity

Attempt a question, record the concept and assumptions, then check the available answer. Rework mistakes after revising the relevant concepts. Topic tags can overlap; review the question context.

Questions 1–8 of 8. Imported answers require independent review unless marked reviewed.

Topic practice 8 questionsPage 1 of 1

Question 60

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CYNAT2 marksNeeds review
The sum of the number of α-particles and β-particles emitted in the nuclear decay process, ²³⁸₉₂U → ²⁰⁶₈₂Pb, is _____ (in integer).

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Question 58

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CYNAT2 marksNeeds review
An archaeological specimen containing

gives 45 counts per gram of carbon in 5 minutes. A specimen of freshly cut wood gives 20 counts per gram of carbon per minute. The counter used recorded a background count of 5 counts per minute in the absence of any

containing sample. The age of the specimen is _____ years (in integer).\n\n[Note:

of

= 5730 years]

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Question 33

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CYMSQ1 markNeeds review
The choice(s) that correctly identify radionuclides (P, Q, R, S) shown in the following nuclear reaction is(are)
Diagram for Chemistry question 33

Your answerSelect all correct options. You can choose more than one.

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Question 46

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Given the initial weight of 1 mg of radioactive ⁶⁰₂₇Co (half-life = 5.27 years), the amount disintegrated in 1 year (rounded off to two decimal places) is ______ mg.

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Question 39

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CYMCQ2 marksNeeds review
The fission reaction of

with thermal neutron is represented below.
Diagram for Chemistry question 39



and

are the primary fission fragment pair, which undergo series of radioactive decay to form stable nuclei

and

(chain ends). The

and

, respectively are:
Your answerChoose one option.

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Question 19

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The total number of α and β particles emitted in the following radioactive decay is ________. ²³⁸₉₂U → ²¹⁰₈₂Pb

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Question 20

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For the radioactive isotope ¹³¹I, the time required for 50% disintegration is 8 days. The time required for the 99.9% disintegration of 5.5 g of ¹³¹I is ________ days. (Up to one decimal place)

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Question 42

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undergoes

decay to

of its initial amount in 15 days. The time required for its decay to

of its initial amount is ______ days (up to two decimal places).

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