Home
Class 12
CHEMISTRY
The number of beta- particle emitted dur...

The number of `beta-` particle emitted during the change `._(a)X^(c ) rarr _(d)Y^(b)` is

A

`(a-b)/(4)`

B

`d+((a-b)/(2))+c`

C

`d+((c-b)/(2))-a`

D

`d+((a-b)/(2))-c`

Text Solution

Verified by Experts

The correct Answer is:
C

`_(a)^(c)X rarr `_(d)^(b)Y+m_(2)^(4)He+n `_(-1)^(0)e```
`:. C=b+4m` …(i)
and `a=d+2m-n` …(ii)
by (i) & (ii)
`n=d+((c-b)/2)-a`. Ans. (C)
Promotional Banner

Topper's Solved these Questions

  • NUCLEAR CHEMISTRY

    RESONANCE|Exercise MISCELLANEOUS SOLVED PROBLEMS (MSPs)|9 Videos
  • NUCLEAR CHEMISTRY

    RESONANCE|Exercise Board Level Exercise|39 Videos
  • NITROGEN CONTAINING COMPOUNDS

    RESONANCE|Exercise ORGANIC CHEMISTRY(Nitrogen containing Compounds)|30 Videos
  • P BLOCK ELEMENTS

    RESONANCE|Exercise PART -II|24 Videos

Similar Questions

Explore conceptually related problems

Radioactive disintergation always follow I order kinetics and is independent of all external factors and is represented by the relation N = N_(0) e^(-lambda t) where lambda is decay constant and N atoms are left at time t . The radioactive nature of element is expressed in terms of average life numerically equal to decay constant (1//lambda) however all the radioactive do not lose their radioactive nature in thier average life. The radioactive emission involves alpha, beta particles as well as gamma- rays.The penertrating power order is alpha lt beta lt gamma . The emissions can perntrate even thick steel walls but are however unable to penttrate Pb blocks. The S unit fo rate of decay is dps . The number of beta- particles emitted during the change, ._(a)^(c)X rarr ._(d)^(b) Y is:

The number of beta -particles emitted during the change ""_(a)""^(c)Xto""_(d)""^(b)Y is

The number of beta -particles emitted during the change "_aX^c rarr "_dY^b+m_2He^4+n_(-1) e^0 is

Calculate the no. of alpha- and beta- particles given during the change: ._(93)^(237)Np rarr ._(83)^(209)Bi Also report the nature and name of this radioactive series.

._(90)Th^(232) to ._(82)Pb^(208) . The number of alpha and beta-"particles" emitted during the above reaction is