Mass Energy Nuclear Reactions Quiz: Explore Energy Conversion

10th Grade

Reviewed by Ekaterina Yukhnovich

Ekaterina Yukhnovich, PhD |

Science Expert

Review Board Member

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.

, PhD

By Thames

Thames

Community Contributor

Quizzes Created: 10017 | Total Attempts: 9,652,179

| Questions: 20 | Updated: Mar 12, 2026

Share on Facebook Share on Twitter Share on Whatsapp Share on Pinterest Share on Email Copy to Clipboard Embed on your website

Question 1 / 21

🏆 Rank #-- ▾

0 %

0/100

Score 0/100

1. Rest energy is written as:

E₀ = mv

E₀ = mc²

E₀ = m/c²

E₀ = c/m

Concept: rest energy formula. This relates mass to energy at rest. Motion adds additional kinetic energy beyond e₀.

Explanation

Concept: rest energy formula. This relates mass to energy at rest. Motion adds additional kinetic energy beyond e₀.

Submit

About This Quiz

Mass Energy Nuclear Reactions Quiz: Explore Energy Conversion - Quiz

This assessment delves into mass energy nuclear reactions, evaluating your understanding of energy conversion principles and nuclear processes. It covers key concepts such as mass-energy equivalence, nuclear fission, and fusion, essential for grasping the fundamentals of nuclear physics. Engaging with this material enhances your comprehension of energy transformation in nuclea... see morecontexts, making it relevant for students and professionals in science and engineering fields. see less

2. What first name or nickname would you like us to use?

You may optionally provide this to label your report, leaderboard, or certificate.

2. If a process releases energy to the surroundings, the system’s mass can decrease slightly.

True

False

Concept: energy loss ↔ mass loss. Emitting energy reduces total energy of the system. By equivalence, that corresponds to a tiny reduction in mass.

Explanation

Concept: energy loss ↔ mass loss. Emitting energy reduces total energy of the system. By equivalence, that corresponds to a tiny reduction in mass.

Submit

3. If 1 gram (0.001 kg) were converted entirely to energy, the energy would be about:

9×10⁷ j

9×10¹³ j

9×10¹⁶ j

9×10¹⁹ j

Concept: scaling with mass. e = mc², so scale linearly with m. Using c² ≈ 9×10¹⁶, e ≈ 0.001×9×10¹⁶ = 9×10¹³ j.

Explanation

Concept: scaling with mass. e = mc², so scale linearly with m. Using c² ≈ 9×10¹⁶, e ≈ 0.001×9×10¹⁶ = 9×10¹³ j.

Submit

4. In e = mc², if energy is in joules and c in m/s, then m is in ______.

Concept: consistent units. SI units keep the equation consistent: kg·(m²/s²) = joules. This is why using SI is convenient.

Explanation

Concept: consistent units. SI units keep the equation consistent: kg·(m²/s²) = joules. This is why using SI is convenient.

Submit

5. Which statement is most accurate for nuclear reactions?

Chemical bonds are responsible for most energy

Changes in nuclear binding can release energy corresponding to small mass differences

Energy comes from friction

Energy comes from gravity only

Concept: nuclear energy source. Nuclear energy comes from changes in how tightly nuclei are bound. Even tiny mass differences can correspond to large energy via c².

Explanation

Concept: nuclear energy source. Nuclear energy comes from changes in how tightly nuclei are bound. Even tiny mass differences can correspond to large energy via c².

Submit

6. Chemical reactions also involve mass–energy equivalence, but the mass changes are usually too tiny to measure easily.

True

False

Concept: same principle, different scale. Chemical energies are much smaller than nuclear energies. The related mass changes are extremely tiny compared with typical measurement precision.

Explanation

Concept: same principle, different scale. Chemical energies are much smaller than nuclear energies. The related mass changes are extremely tiny compared with typical measurement precision.

Submit

7. If a system releases 900 j of energy, the mass change Δm is approximately:

1 kg

0.01 kg

1×10⁻¹⁴ kg

1×10⁻⁶ kg

Concept: Δm = e/c². Δm ≈ 900 / (9×10¹⁶) = 1×10⁻¹⁴ kg. This shows why mass changes are tiny for everyday energies.

Explanation

Concept: Δm = e/c². Δm ≈ 900 / (9×10¹⁶) = 1×10⁻¹⁴ kg. This shows why mass changes are tiny for everyday energies.

Submit

8. Which rearrangement is correct?

M = ec

M = e/c²

M = e²/c

M = c²/e

Concept: solving for mass. Starting from e = mc², divide both sides by c². This is used to compute mass equivalents of energy changes.

Explanation

Concept: solving for mass. Starting from e = mc², divide both sides by c². This is used to compute mass equivalents of energy changes.

Submit

9. A photon carries energy, and that energy can be assigned an equivalent mass via e/c² (conceptually).

True

False

Concept: energy has mass-equivalent. Even without rest mass, energy contributes to mass-equivalent in relativity. This is a useful accounting idea, not 'photon rest mass.'

Explanation

Concept: energy has mass-equivalent. Even without rest mass, energy contributes to mass-equivalent in relativity. This is a useful accounting idea, not 'photon rest mass.'

Submit

10. Which is a correct statement about 'mass converted to energy' in nuclear power?

All fuel mass turns into energy

Only a small fraction of mass becomes energy; most remains as matter

Mass becomes negative

C increases inside reactors

Concept: fractional conversion. Nuclear reactions convert only a tiny fraction of mass to energy. The large energy output comes from the huge c² factor.

Explanation

Concept: fractional conversion. Nuclear reactions convert only a tiny fraction of mass to energy. The large energy output comes from the huge c² factor.

Submit

11. The speed of light is approximately 3×10⁸ ______.

Concept: constant value. c is a universal constant in vacuum. Its large value makes mc² enormous.

Explanation

Concept: constant value. c is a universal constant in vacuum. Its large value makes mc² enormous.

Submit

12. If Δm = 2×10⁻¹⁰ kg, then released energy is about:

1.8×10⁷ j

1.8×10¹⁶ j

1.8×10¹⁹ j

1.8×10⁷ j

Concept: e = Δmc². e ≈ (2×10⁻¹⁰)(9×10¹⁶) = 1.8×10⁷ j. This is a moderate but significant energy.

Explanation

Concept: e = Δmc². e ≈ (2×10⁻¹⁰)(9×10¹⁶) = 1.8×10⁷ j. This is a moderate but significant energy.

Submit

13. When energy leaves a system as radiation, the system’s mass can decrease.

True

False

Concept: radiation carries energy. Radiation carries energy away. Energy loss corresponds to a decrease in the system’s mass-energy.

Explanation

Concept: radiation carries energy. Radiation carries energy away. Energy loss corresponds to a decrease in the system’s mass-energy.

Submit

14. Which energy form can 'carry away' mass-equivalent from a system?

Only heat

Only sound

Only light

Heat, light, and other energy forms

Concept: energy transport. Any energy leaving the system (as heat, light, kinetic energy, etc.) changes its mass-energy. The key is energy transfer, not the form.

Explanation

Concept: energy transport. Any energy leaving the system (as heat, light, kinetic energy, etc.) changes its mass-energy. The key is energy transfer, not the form.

Submit

15. Which statements are correct?

Δm = Δe/c² can estimate mass change from energy change

Nuclear processes can show measurable energy from small Δm

C depends on the object’s speed

Chemical processes involve tiny Δm too

Concept: using the relationship. The equation connects energy changes to mass changes in any process. c is constant; the scale is what differs.

Explanation

Concept: using the relationship. The equation connects energy changes to mass changes in any process. c is constant; the scale is what differs.

Submit

16. If a system absorbs energy (like heating), its mass increases slightly in principle.

True

False

Concept: energy gain ↔ mass gain. Adding energy increases total mass-energy. The mass increase is extremely small for ordinary heating but is real in principle.

Explanation

Concept: energy gain ↔ mass gain. Adding energy increases total mass-energy. The mass increase is extremely small for ordinary heating but is real in principle.

Submit

17. A 1 kg object is heated and gains 1000 j of internal energy. The mass increase is closest to:

1 kg

10⁻³ kg

10⁻¹⁴ kg

10⁻⁶ kg

Concept: mass increase from energy. Δm ≈ 1000/(9×10¹⁶) ≈ 1.1×10⁻¹⁴ kg. This is far too small to notice with normal scales.

Explanation

Concept: mass increase from energy. Δm ≈ 1000/(9×10¹⁶) ≈ 1.1×10⁻¹⁴ kg. This is far too small to notice with normal scales.

Submit

18. Which statement best matches 'mass-energy is conserved'?

Mass alone is always conserved in relativity

Energy alone is always conserved in classical physics only

Total mass-energy is conserved in closed systems

Conservation applies only to gases

Concept: conservation principle. Relativity treats mass and energy together. In a closed system, total energy (including rest energy) remains constant.

Explanation

Concept: conservation principle. Relativity treats mass and energy together. In a closed system, total energy (including rest energy) remains constant.

Submit

19. Saying 'mass turns into energy' is a shorthand; more precisely, mass-energy changes form.

True

False

Concept: precise wording. The total mass-energy is what matters. Processes transform energy between forms (rest, kinetic, radiation, etc.).

Explanation

Concept: precise wording. The total mass-energy is what matters. Processes transform energy between forms (rest, kinetic, radiation, etc.).

Submit

20. Grade 10 wrap-up: If you know a device outputs a lot of energy, the key reason the mass change is still tiny is that:

Energy is fake

C² is so large that Δm = Δe/c² is usually very small

Mass cannot change ever

Joules cancel out

Concept: scale factor. Even large everyday energies are tiny compared to c² in SI units. That’s why mass changes are rarely measurable outside nuclear/astronomical contexts.

Explanation

Concept: scale factor. Even large everyday energies are tiny compared to c² in SI units. That’s why mass changes are rarely measurable outside nuclear/astronomical contexts.

Submit