A nucleus `._(Z)^(A)X` has mass represented by `m(A, Z)`. If `m_(p)` and `m_(n)` denote the mass of proton and neutron respectively and `BE` the blinding energy (in MeV), thenA. `BE=[m(A, Z)-Zm_(p)-(A-Z)m_(n)]C^(2)`B. `BE=[Zm_(p)+(A-Z)m_(n)-m(A, Z)]C^(2)`C. `BE=[Zm_(p)+Am_(n)-m(A, Z)]C^(2)`D. `BE=m(A, Z)-Zm_(p)-(A-Z)m_(n)`

A nucleus `._(Z)^(A)X` has mass represented by `m(A, Z)`. If `m_(p)` a

1.	A nucleus `._(Z)^(A)X` has mass represented by `m(A, Z)`. If `m_(p)` and `m_(n)` denote the mass of proton and neutron respectively and `BE` the blinding energy (in MeV), thenA. `BE=[m(A, Z)-Zm_(p)-(A-Z)m_(n)]C^(2)`B. `BE=[Zm_(p)+(A-Z)m_(n)-m(A, Z)]C^(2)`C. `BE=[Zm_(p)+Am_(n)-m(A, Z)]C^(2)`D. `BE=m(A, Z)-Zm_(p)-(A-Z)m_(n)`
Answer» Correct Answer - B

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