find-the-mass-defects-in-amu-and-binding-energies-in-kj-mol-for-84mo-atomic-mass

Question

Find the mass defect (in amu) and binding energy (in kJ/mol) $$of ^{84}Mo ($$atomic mass = 83.9401). Determine whether it is more stable $$than ^{79}Zr $$with a binding energy of $$6.31 x 10^{10 }kJ/$$mol. Use c = 299792458 m/s.

Accepted Answer

$$For ^{84}Mo$$:Δm = 0.75 amuΔE = 6.76×$$10^{10}$$ $$kJ/mol^{84}Mo is $$more stable $$than ^{79}Zr $$since it has a greater ΔE.

Answer

$$For ^{84}Mo$$:Δm = 1.50 amuΔE = 1.35×$$10^{9}$$ $$kJ/mol^{84}Mo is $$less stable $$than ^{79}Zr $$since it has a lower ΔE.

Answer

$$For ^{84}Mo$$:Δm = 2.52 amuΔE = 2.26×$$10^{9}$$ $$kJ/mol^{84}Mo is $$less stable $$than ^{79}Zr $$since it has a lower ΔE.

Answer

$$For ^{84}Mo$$:Δm = 0.25 amuΔE = 2.25×$$10^{11}$$ $$kJ/mol^{84}Mo is $$more stable $$than ^{79}Zr $$since it has a greater ΔE.

Find the mass defect (in amu) and binding energy (in kJ/mol) of 84Mo (atomic mass = 83.9401). Determine whether it is more stable than 79Zr with a binding energy of 6.31 x 1010 kJ/mol. Use c = 299792458 m/s.

Find the mass defect (in amu) and binding energy (in kJ/mol) of ⁸⁴Mo (atomic mass = 83.9401). Determine whether it is more stable than ⁷⁹Zr with a binding energy of 6.31 x 10¹⁰kJ/mol. Use c = 299792458 m/s.