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Nuclei Test - 58

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Nuclei Test - 58
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  • Question 1
    1 / -0
    Which of the following particles are constituents of the nucleus
    Solution
    The conclusion from Rutherford's experiment was that the majority of the mass of an atom is concentrated at its center called the nucleus. The nucleus therefore contains the two heaviest particles present in atom. 
    The protons and the neutrons are present in the nucleus which are bound together by strong nuclear forces which overcome the magnetic force of repulsion. 
    The electrons are found in orbitals outside the nucleus. 
    The correct answer is option (D). 
  • Question 2
    1 / -0
    Assertion : Separation of isotope is possible because of the difference in electron numbers of isotope
    Reason : Isotope of an element can be separated by using a mass spectrometer.
    Solution
    The atomic number (number of electrons or protons) remain same in isotope. Isotope of an element can be separated on account of their different atomic weight by using mass spectrograph. 
    hence, option E is correct.
  • Question 3
    1 / -0
    Which substance is discovered by the Prafulla Chandra Ray the inventor of Indian Chemical Industry ?
    Solution

  • Question 4
    1 / -0
    The temperature required for the process of nuclear fusion is nearly:
    Solution
    To make fusion possible, a high temperature of approximately $$10^7 $$ K and high pressure is required. 
  • Question 5
    1 / -0
    The nucleus with highest binding energy per nucleon is:
    Solution
    $$_{26}Fe^{56}$$ as maximum binding energy per nucleon.
  • Question 6
    1 / -0
    If the mass of isotope $$^{7}_{3}Li$$ is $$7.016005\,u$$ and masses of H atom and a neutron are $$1.007825 \,u$$ and $$1.008665 \,u$$ respectively. The binding of Li nucleus is:
    Solution
    $$\Delta m=[3 \times 1.00725\ u+4 \times 1.008665\ u ]- 7.016005\ u$$
    $$\Delta m=[3.023475\ u+4.03466\ u ]- 7.016005\ u$$
    $$\Delta m=[7.058135\ u - 7.016005\ u$$
    $$\Delta m =0.042134\ u$$
    $$E_B= \Delta m c^2$$
    $$E_B=0.04213 \times 931.5 \dfrac{MeV}{c^2}c^2$$
    $$E_B=39.24\ MeV$$
  • Question 7
    1 / -0
    On absorbing energy $$^{22}Ne$$ nucleus decays into a-particle and an unknown nucleus. The unknown nucleus is :
    Solution
    $$_{22}Ne \rightarrow 2(_2He^4)+_6C^{14}$$
    So, unknown nucleus is carbon.
  • Question 8
    1 / -0
    The binding energy per nucleon for a deuterium nucleus is $$1.115\ MeV$$. Mass defect for this nucleus is about :
    Solution
    For $$_1H^2$$ mass number $$A=2$$
    Per nucleon binding energy of deuterium
    $$\bar E_b=1.115\ MeV$$
    Binding energy $$E_b=\bar E_b \times A$$
    $$E_b=1.115\ MeV \times 2$$
    $$E_b=2.230\ MeV$$
    Mass number $$\Delta m=\dfrac{2.230}{931}$$
    $$\Delta m=0.0024\ u$$
  • Question 9
    1 / -0
    In the decay of $$_{92}^{238}$$ into $$_{82}^{206}Pb$$ the number of emitted $$\alpha$$ and $$\beta$$ particles are respectively :
    Solution
    Number of $$\alpha-$$particles
    $$=\dfrac{Difference\ in\ mass\ number}{4}$$
    Number of $$\alpha-$$particles $$=\dfrac{238-206}{4}$$
    $$=\dfrac{32}{4}$$
    $$=8$$
    Number of $$\beta$$particles $$=2$$(Number of $$\alpha$$-particles) $$- $$ difference in mass number
    $$2(8)-(92-82)$$
    $$=16-10$$
    $$=6$$
  • Question 10
    1 / -0
    If the binding energy per nucleon in $$_{ 3 }^{ 4 }{ Li }$$ and $$_{ 3 }^{ 4 }{ He }$$ nuclei are $$5.60MeV$$ and $$7.06MeV$$ respectively, then in reaction $$_{ 1 }^{ 1 }{ Li }+_{ 3 }^{ 4 }{ He }\rightarrow 2\quad _{ 2 }^{ 4 }{ He }$$ energy of proton must be
    Solution

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