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In an atom bomb, the energy is released ...

In an atom bomb, the energy is released because of the.

A

chain reaction of neutrons and `""_(92)U^(235)`

B

chain reaction of neutrons and `""_(92)U^(238)`

C

chain reaction of neutrons and `""_(92)U^(240)`

D

chain reaction of neutrons and `""_(92)U^(236)`

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AI Generated Solution

The correct Answer is:
To solve the question regarding the energy release in an atom bomb, we can break it down into the following steps: ### Step 1: Understanding Nuclear Fission In an atom bomb, energy is released through a process called nuclear fission. This is when a heavy nucleus, such as Uranium-235 (U-235), absorbs a neutron and becomes unstable. **Hint:** Recall that nuclear fission involves the splitting of a heavy nucleus into smaller nuclei. ### Step 2: Neutron Absorption When a U-235 nucleus captures a slow-moving neutron, it becomes U-236, which is highly unstable. This instability leads to the nucleus splitting into two smaller nuclei (daughter nuclei) and releasing additional neutrons. **Hint:** Think about what happens when a neutron collides with a nucleus and how it affects the nucleus's stability. ### Step 3: Chain Reaction The neutrons released from the fission of U-235 can go on to collide with other U-235 nuclei, causing them to undergo fission as well. This creates a chain reaction, where each fission event produces more neutrons, leading to further fission events. **Hint:** Consider how one event can trigger multiple subsequent events in a chain reaction. ### Step 4: Energy Release The fission process releases a tremendous amount of energy, primarily in the form of kinetic energy of the fission fragments and the kinetic energy of the released neutrons. This energy is what causes the explosion of the atom bomb. **Hint:** Remember that the energy released in nuclear reactions is much greater than that released in chemical reactions. ### Step 5: Conclusion In summary, the energy in an atom bomb is released due to the chain reaction of nuclear fission involving U-235, where the absorption of neutrons leads to the splitting of nuclei and the release of a large amount of energy. **Final Answer:** In an atom bomb, the energy is released because of the chain reaction of nuclear fission involving U-235.

To solve the question regarding the energy release in an atom bomb, we can break it down into the following steps: ### Step 1: Understanding Nuclear Fission In an atom bomb, energy is released through a process called nuclear fission. This is when a heavy nucleus, such as Uranium-235 (U-235), absorbs a neutron and becomes unstable. **Hint:** Recall that nuclear fission involves the splitting of a heavy nucleus into smaller nuclei. ### Step 2: Neutron Absorption ...
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DC PANDEY ENGLISH-NUCLEI-CHAPTER EXERCISES
  1. What fissionable material was used in the bomb dropped at Nagasaki (Ja...

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  2. The principle of controlled chain reaction is used in.

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  3. In an atom bomb, the energy is released because of the.

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  4. Boron rods are used in nuclear reactors because

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  5. A nuclear reaction along with the masses of the particle taking part i...

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  6. The curve of blinding energy per nucleon as a function of atomic mass ...

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  7. In the given nuclear reaction A, B, C, D, E represents .92 U^238 rarr^...

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  8. An atom of mass number 15 and atomic number 7 captures an alpha-partic...

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  9. The binding energies of the nuclei A and B are E(alpha)and E(alpha) re...

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  10. The total number of alphaandbeta particles emitted in the nuclear reac...

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  11. Suppose we consider a large number of continers each containing initia...

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  12. 90% of a radioactive sample is left undecayed after time t has elapese...

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  13. M(x) and M(y) denote the atomic masses of the parent and the daughter ...

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  14. Half life of a radio-active substance is 20 minutes. The time between ...

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  15. A freshly prepared radioactive source of half-life 2 h emits radiation...

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  16. Without using the tables , prove that 1/log3lamda+1/log4lamdagt2 .

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  17. The radioactivity of an element becomes (1)/(64)th of its original va...

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  18. In the reaction ""(1)^(2)H+""(1)^(3)H to ""(2)^(4)He+""(0)^(1)n. If th...

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  19. A radioactive sample has N0 active at t = 0 . If the rate of disintegr...

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  20. The plot of the number (N) of decayed atoms versus activity (R) of a r...

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