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Let m(p) be the mass of a poton , M(1) t...

Let `m_(p)` be the mass of a poton , `M_(1)` the mass of a `_(10)^(20) Ne` nucleus and `M_(2)` the mass of a `_(20)^(40) Ca` nucleus . Then

A

`M_(2) = 2M_(1)`

B

`M_(2) gt 2M_(1)`

C

`M_(2) lt 2M_(1)`

D

`M_(1) lt 10(m_(n) + m_(p))`

Text Solution

Verified by Experts

The correct Answer is:
C, D

KEY CONCEPT : Due to mass defact (which is finally reponsible of the binding energy of the mucleus ) mass of a mecleus is always less then the sum of masses of its constiluent particles
`_(10)^(20)` Ne is made up of `10` protons `10` neutron
therefore , mass of`_(10)^(20)` Ne nucleus
`m_(1) lt 10(m_(p) + m_(n))`
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