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If M(O) is the mass of an oxygen isotope...

If `M_(O)` is the mass of an oxygen isotope `._(8)O^(17),M_(p) and M_(n)` are the masses of a proton and a neutron, respectively, the nuclear binding energy of the isotope is

A

`M_(O ) C ^(2)`

B

`(M _(O ) - 17 M _(n)) c ^(2)`

C

`( M _(O ) - 8 M _(p)) c ^(2)`

D

`( 8 M_(P) + 9 M _(n) - M _(O)) c ^(2)`

Text Solution

Verified by Experts

The correct Answer is:
D

The binding energy is given as
`BE = Delta mc ^(2), ` where `Delta m = ` mass defect, and c = speed of light.
`implies BE = (8 M _(P) + 9 M _(n) - M _(O)) c ^(2)`
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