Atomic Nucleus Sol

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    CBSE Physics (Chapter Wise With Hint / Solution) Class XII

    CBSE Guess > eBooks > Class XII > CBSE Physics (Chapter Wise With Hint / Solution) Class XII

    PHYSICS - CBSE CLASS XIIPHYSICS - CBSE CLASS XII

    Atomic Nucleus Key

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    1) The entire positive charge and the mass were concentrated at one place inside the

    atom, called the nucleus.

    2) A larger number of alpha particle went through undeflected

    3) R=R0A1/3 R1 /R2=A1

    1/3 /A21/3 =1 1/3 /27 1/3=1/3

    4) R= R0A1/3 R1 /R2=A1

    1/3 /A21/3=(1/8)1/3 =1/2

    R1: R2=1:2

    5) α-particles have more ionizing power than β-particles.

    6) N/N0=(1/2)n

    t=2T =2*30 =60 days

    7) They are neutral in nature and get absorbed by nucleus, thus distributing the neutron proton ratio.

    8) The ratio of neutrons to proton ratio increases, after the emission of a ά – particle.

    9) Owing to greater mass and charge, it is able to knock out/pull out electrons which colliding with atoms and molecules in its path.

    10) T = 20 minutes t = 60 minutes N/No = (1/2)n = (1/2)60/20 = (1/2) 3 =1/8 After one hour, 1/8th of the original mass would remain.

    11) The nucleus looses energy, but remains same isotope it was.

    12) No a nucleus either emits a ά – particle or a β – particle and if left in the exited state, it may emit γ – ray also.

    13) 1:1 (independent of A).

    14) At t = T ½

    N = No / 2 Using N = No e - λt

    No / 2 = No e- λt½

    Solving we get, T1/2 = ln2/ λ = 0.693/ λ

    15) Size of nucleus can approximately be estimated using the concept of distance of closest approach. The rebounding particle is selected and

    its information is substituted in the expression Ro = 1/4πEo x 2Ze2 / E for ά particle where E is its energy.

    B. Using N =No (1/2)t/ π /2 N =1/16No 1/16 = ½(1/2)t/ π /2 T1/2 = 30/4 = 7.5 days.

    17) 235 = 142+Y+3 Y = 90

    And 92 = 57+Z+0

    Z = 35

    18) a) Yes. Since X & Y are having same atomic number.

    b) Y43 is likely to be more stable because for its neutron to proton ratio is smaller.

    19) Disintegration constant λ =0.693/T1/2

    =0.693/30x24x60x60

    Therefore T avg =1.44xT1/2 = 1.44x30 = 43.2 days.

    20) Remaining amount (undecayed) =1/4N0

    Using N= N0 (1/2)t/T1/2

    1/4= (1/2)t/60

    Solving t=2x60=120days

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    Atomic Nucleus Solution

    Current Electricity Solution

    Communications Systems Solution

    Electronic Devices Solution

    Electrostatics Solution

    Optics Solution

    Electromagnetic Wave Solution

    Dual Nature Of Matter And Rediations Solution

    Magnetic Effects Of Current & Magnetism Solution

    Electromagnetic Induction & Alternating Current Solution

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    21) Mass defect Δm= (22.9945-22.9898) =0.00474

    Energy Q= (0.00474) (931.5)

    =4.4MeV

    Hence the energy of beta particle can range from 0 to 4.4MeV.

    22) a) Using R=R0e-λt

    2700=4750 e-5t

    λ=0.113min-1

    b) Using T1/2=0.693/ λ =0.693/0.113 =6.132min

    23) In the process of beta decay, a neutron gets converted to proton inside the nucleus . Hence number of neutrons decreases by one whereas

    number of proton increases by one. Hence n/p ratio decreases.

    210Bi83--------------------210Po84 +

    0β-1 + γ

    Before decay =127/83

    After decay=126/84

    24) Let λ and λ’ be the decay constant of element A and B respectively. Given is

    T1/2(A) = T1/2(B)

    0.693/ λ=1/ λ’ or λ / λ’ =0.693

    Let N be the number of atoms of each of the two samples and R and R’ their disintegration rate, then

    R/R’= λN/ λ’N= λ / λ’=0.693

    →R’ > R

    25) Find Δm using

    Δm= (7x1.00783+7x1.00867-14.003074) U

    Calculate ΔEb=Δmx931.5 MeV

    26) a) 226Ra88--------------→222Rn86 +4He2

    b) 32P15------------------→32S16+

    0e-1 +γ

    c) 32P15------------------→11B5 +

    0e+1 + γ

    27) i) 6Li3 +1n0 ----------→3H1 +

    4He2 +Q (energy)

    ii) Q=Δmx931 MeV

    Where Δm=6.01512+1.0086654-4.0026044-3.0100000

     

    CBSE Physics (Chapter Wise With Hint / Solution) Class XII (By Mr. Sreekumaran Nair)

    Physics - Mr. Sreekumaran Nair

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