Advertisements
Advertisements
Question
A nucleus of an element X which has the symbol `""_84^202` X emits an alpha particle and then a beta particle. The final nucleus is `""_"b"^"a"` Y Find a and b.
Advertisements
Solution
Initia I ly element is rep resented by 84X202
a particle is rep resented by 2He4 this means it contains 2 protons and 2 neutrons so mass of a particle is 4 unit. Thus after emitting a particle mass number of element would decrease by 4 unit and atomic number of element would decrease by 2.
So after emitting a particle 84X202 would become 84-2X202-4= 82X198.
13 particle is represented by -1e° after emitting a β particle atomic number of element would increase by 1 unit and mass number of element would remain unchanged.
So after emitting a ~ particle 82X198 would become 82X198 = 83X198.
The daughter nucleus is rep resented by bYa
bYa = 83X198.
a= 198
b= 83.
APPEARS IN
RELATED QUESTIONS
Why is a cathode ray tube evacuated to a low pressure?
State any two precautions to be taken while handling radioactive substances.
Give one example of isobars.
Radioactive substances were found to give off three types of rays. Name them. How do they
(a) React to the magnetic field?
(b) React to the electric field?
(c) Act when different thickness of lead sheets is placed in their path?
What are the types of emission?
State two characteristics of the substance used as thermionic emitter.
A radioactive nucleus \[\ce{^A_ZX}\] undergoes spontaneous decay in the sequence \[\ce{^A_ZX -> _{Z-1 }B -> _{Z-3}C -> _{Z-2}D }\], where Z is the atomic number of element X. The possible decay particles in the sequence are ______.
The activity of a certain radionuclide decreases to 15 percent of its original value in 10 days. What is its half life?
[ln (0.15) = -1.9]
Calculate the time interval between 33% decay and 67% decay if half-life of a substance is 20 minutes.
Complete the following radioactive reaction:
\[\ce{^-_-X -> ^-_-Y + ^4_2He -> ^234_91Z + ^0_-1e}\]
