Energy released in Radioactive decay process
X → Y + y
is given as –
Text Solution
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(b, c)
Conservation of energy gives
m X c 2 + K.E X = m Y c 2 + K.E Y + m y c 2 + K.E y
Q = (m X c 2 – m Y c 2 – m y c 2 ) = K.E y + K.E Y – K.E X
as 'X' is at rest
∴ Q ≡ Energy released is
Q = (m X c 2 – m Y c 2 – m y c 2 ) = K.E Y + K.E y
Q (energy released) is rest energy of X minus rest energy of Y and y.
* When binding energy of products is more than binding energy of initial nucleus then energy is released
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