The electron in which subshell experiences the largest effective nuclear charge in a multielectron atom?

Question

The electron in which subshell experiences the largest effective nuclear charge in a multielectron atom? (A) 4s (B)  h2=ab  (C)  f(x)= sin -1[2-4x2]  (D)  [.]

Tardigrade Admin · Accepted Answer

Greater the shielding effect provided by the inner electrons, lesser will be the effective nuclear charge. Thus, the decreasing order of the shielding effect is =(0.56/56)=0.01

Q. The electron in which subshell experiences the largest effective nuclear charge in a multielectron atom?

4s

$h^{2} = ab$

$f (x) = sin^{- 1} [2 - 4 x^{2}]$

$[.]$

Greater the shielding effect provided by the inner electrons, lesser will be the effective nuclear charge. Thus, the decreasing order of the shielding effect is $= \frac{0.56}{56} = 0.01$

Q. The electron in which subshell experiences the largest effective nuclear charge in a multielectron atom?

4s

h2=ab

f(x)=sin−1[2−4x2]

[.]

Greater the shielding effect provided by the inner electrons, lesser will be the effective nuclear charge. Thus, the decreasing order of the shielding effect is =560.56​=0.01

$h^{2} = ab$

$f (x) = sin^{- 1} [2 - 4 x^{2}]$

$[.]$

Greater the shielding effect provided by the inner electrons, lesser will be the effective nuclear charge. Thus, the decreasing order of the shielding effect is $= \frac{0.56}{56} = 0.01$