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Three Subatomic particles

Mn and Mp r...

Question

$M_{n}$ and $M_{p}$ represet the mass of neutron and proton respectively. An element having mass M has N neutron and Z-protons, then the correct relation will be:

M < {N.

M_{n}

+ Z.

M_{p}

}

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M > {N.

M_{n}

+ Z.

M_{p}

}

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M = {N.

M_{n}

+Z.

M_{p}

}

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M=N{

M_{n}

M_{p}

}

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Solution

The correct option is A M < {N. $M_{n}$ + Z. $M_{p}$ }
Given:
Mass of neutron = $M_{n}$
Mass of proton= $M_{p}$
Now, we know atomic mass(M) of any stable nucleus is always less than the sum of masses of constituent particles.
Therefore, $M < [N M_{n} + Z M_{p}]$

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Similar questions

$M_{n}$ and $M_{p}$ represent mass of neutron and proton respectively. If an element having nuclear mass M has N-neutron and Z-proton, then the correct relation will be

m_{p}

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M

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neutrons then:

M_{n}

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represent mass of neutron and proton respectively. If an element having nuclear mass M has N-neutron and Z-proton, then the correct relation will be

Q. If

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_{Z} X^{A}

nucleus, neutron and proton respectively:

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(c is the velocity of light)

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Mn and Mp represet the mass of neutron and proton respectively. An element having mass M has N neutron and Z-protons, then the correct relation will be:

The correct option is A M < {N.Mn+ Z.Mp}Given:Mass of neutron =MnMass of proton=MpNow, we know atomic mass(M) of any stable nucleus is always less than the sum of masses of constituent particles.Therefore, M<[NMn+ZMp]

$M_{n}$ and $M_{p}$ represet the mass of neutron and proton respectively. An element having mass M has N neutron and Z-protons, then the correct relation will be:

The correct option is A M < {N. $M_{n}$ + Z. $M_{p}$ }
Given:
Mass of neutron = $M_{n}$
Mass of proton= $M_{p}$
Now, we know atomic mass(M) of any stable nucleus is always less than the sum of masses of constituent particles.
Therefore, $M < [N M_{n} + Z M_{p}]$