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independent-independent Schrödinger equation when E > V0 and when E < V0.

Question _calculate the probability of finding the particles in the region of r>Δr

A. 6.25 V

B. 200 V

C. 1133.3 V

D. 6422.2 V

E. 51 V

Omega(x)= Nxe (to the power -alpha x)

for x>0 and x<0

where α is a positive constant. Calculate:

i) the normalization constant N

ii) the potential energy of the particle if the total energy of the particle is zero

p for the ground state harmonic oscillator eigenfunction.

N = Z =A/2. Neglecting

pairing term (∈) show that semi-empirical formula is given by

BE/A = α −βA(to the power -1/3)− δA(to the power 2/3) / 4.

Obtain the value of A and Z for which binding energy per nucleon (BE / A) is

maximum. Take β = 17 ,8. δ = 71.0 .

L to K transition takes place in a silver atom. Take σ = 3.