If radius of ground state of he+ is X cm. The radius of second excited statte of Li2+
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Answered by
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Correct option is A)
Radius of an orbit =0.529×Zn2
R∝Z1
R2R1=Z1Z2
R2x=23
R2=32x
Hence, option A is correct.
HOPE IT HELPS :)
Answered by
0
Answer:
2nd excited state means electron is present in 3rd shell.
so,r3 = 0.529 x (3x3/3) = 0.529 x 3A = 1.587A.
A is angstromes .
Hope it will helps you !!!!!!
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