Half-Life and Simple Decay Patterns Quiz

  • Grade 10th
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1. 1 becquerel equals 1 ______ per second.

Explanation

Concept: meaning of the becquerel. That’s the definition. The becquerel measures how active a radioactive source is by counting decays per second.

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About This Quiz
Half-life and Simple Decay Patterns Quiz - Quiz

This quiz on Half-Life and Simple Decay Patterns features 20 questions and is designed for students in Grade 10. You will explore concepts like radioactive decay, half-life calculations, and decay graphs, which are essential for understanding how unstable isotopes change over time. Mastering these topics will help you build a... see morestrong foundation in chemistry and physics. Take this opportunity to enhance your skills and knowledge, preparing you for future studies and real-world applications in science.
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2. Best grade 10 summary: half-life describes:

Explanation

Concept: half-life summary. Half-life is a decay timescale. It is a practical way to compare how fast different isotopes decay.

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3. If two samples are the same isotope, they have the same half-life even if their masses differ.

Explanation

Concept: half-life independence from amount. Half-life depends on isotope. Different starting masses only change the starting number of nuclei, not the decay probability.

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4. If half-life is 5 years, how many years for the sample to reduce to 1/4?

Explanation

Concept: two half-lives for 1/4. 1/4 requires 2 half-lives – 2×5=10 years. Halving twice gives one quarter remaining.

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5. Which statement best describes decay over time?

Explanation

Concept: exponential decay. Radioactive decay follows exponential behavior. The rate depends on how many undecayed nuclei remain, so it keeps decreasing over time.

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6. After many half-lives, a tiny fraction remains but it may not be exactly zero.

Explanation

Concept: exponential decay behavior. Exponential decay approaches zero. The amount becomes extremely small over time, but mathematically it decreases by halves and does not hit exactly zero.

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7. Which are true about half-life? (Select multiple answers)

Explanation

Concept: correct half-life statements. A, B, D are correct; after 2 half-lives, 1/4 remains. Half-life repeats halving, so after two half-lives you have one quarter, not one half.

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8. A long half-life means the isotope decays:

Explanation

Concept: interpreting half-life length. Longer half-life = slower decay. The probability of decay per unit time is smaller, so the sample changes more slowly.

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9. Radioactive decay is predictable for a single nucleus exactly when it will decay.

Explanation

Concept: randomness vs statistics. Individual decay is random; only large samples are predictable. We can predict probabilities and averages, but not the exact decay time for one nucleus.

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10. If you start with 64 units of nuclei, after 3 half-lives you have:

Explanation

Concept: step-by-step halving. 64 → 32 → 16 → 8. Each half-life divides the amount by 2, repeated three times.

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11. Half-life is the time it takes for:

Explanation

Concept: definition of half-life. Half-life is a statistical time. It describes how long it takes for half the nuclei to decay, not when a specific nucleus will decay.

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12. Which unit is commonly used for activity?

Explanation

Concept: units of activity. 1 bq = 1 decay per second. This unit directly counts how many nuclear decays happen each second.

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13. As a sample decays, its activity decreases over time.

Explanation

Concept: fewer nuclei – lower activity. Fewer undecayed nuclei remain. With fewer nuclei available to decay, the decay rate drops.

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14. The activity of a radioactive sample refers to:

Explanation

Concept: activity definition. Activity measures decay rate. A higher activity means more nuclei are decaying each second.

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15. If the half-life is 10 days, after 30 days (3 half-lives) the remaining fraction is:

Explanation

Concept: using (1/2)^n. (1/2)^3 = 1/8. Three half-lives means the sample has been halved three times.

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16. Half-life depends on the isotope, not on how much you have.

Explanation

Concept: half-life as an isotope property. It’s a property of the isotope. Changing the sample size changes how many atoms you start with, but not the decay probability per unit time.

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17. A sample has 80 g of a radioisotope. After one half-life, mass remaining is about:

Explanation

Concept: half-life applies to amount/mass. Half remains. If the isotope is decaying, the amount of that radioisotope halves after one half-life.

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18. After two half-lives, the fraction remaining is about ______.

Explanation

Concept: repeated halving. 1/2 × 1/2 = 1/4. Each half-life halves the amount again, so after two half-lives only one quarter remains.

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19. If a sample starts with 1000 radioactive nuclei, after one half-life it has about:

Explanation

Concept: applying 'half remains.' Half remain. Half-life means the sample is reduced by a factor of 2 after one half-life.

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20. After one half-life, about half the original radioactive nuclei remain undecayed.

Explanation

Concept: meaning of one half-life. That’s the definition. In large samples, the number remaining is about half, even though individual decays are random.

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Ekaterina Yukhnovich |PhD |
Science Expert
Ekaterina V. is a physicist and mathematics expert with a PhD in Physics and Mathematics and extensive experience working with advanced secondary and undergraduate-level content. She specializes in combinatorics, applied mathematics, and scientific writing, with a strong focus on accuracy and academic rigor.
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1 becquerel equals 1 ______ per second.
Best grade 10 summary: half-life describes:
If two samples are the same isotope, they have the same half-life even...
If half-life is 5 years, how many years for the sample to reduce to...
Which statement best describes decay over time?
After many half-lives, a tiny fraction remains but it may not be...
Which are true about half-life? (Select multiple answers)
A long half-life means the isotope decays:
Radioactive decay is predictable for a single nucleus exactly when it...
If you start with 64 units of nuclei, after 3 half-lives you have:
Half-life is the time it takes for:
Which unit is commonly used for activity?
As a sample decays, its activity decreases over time.
The activity of a radioactive sample refers to:
If the half-life is 10 days, after 30 days (3 half-lives) the...
Half-life depends on the isotope, not on how much you have.
A sample has 80 g of a radioisotope. After one half-life, mass...
After two half-lives, the fraction remaining is about ______.
If a sample starts with 1000 radioactive nuclei, after one half-life...
After one half-life, about half the original radioactive nuclei remain...
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