The radius of `La^(+)` (at no 57) is `1.06Å`. What may be the radius of `Lu^(3+)`(at no.71)?

Assertion : The radius of La^(+3)(Z=57) is 1.06Å whereas radius of Lu^(+3)(Z=71) is 1.09Å Reason : Due to Lanthanoid contraction , paramanetism is least with ._(60)Nd : If both Assertion and Reason are true and reason is the correct explanation of Assertion, If both Assertion and Reason are true but reason is not the correct explanation of Assertion, If Assertion is true but Reason is false, If both Assertion and Reason are false

if the radius of H is 0.53 Å then what will be the radius of ._(3)Li^(2+) ?

The radius of La^(3+) (At No. of La = 57) is 1.06Å. Which one of the following given value will be closest to the radius fo Lu^(3+) (Atomcic NO. of Lu = 71) ?

If the ionic radius of La^(+3)=1.o6oversetoA then what will be th eionic radius of Lu^(+3) ?(given atomic number of La=57 snd atomic number of Lu=71)

The radius of La^(3+) (Z=57) is 1.06A^(@) . Which one of the following given values will be closest to the radius of Lu^(3+)

The radius of La^(3+)(Z=57) is 106 pm. Which one of the following given values will be closest to the radius of Lu^(3+)(Z=71) ?

The radius of La^(3+)(Z=57) is 106 pm. Which one of the following given values will be closest to the radius of Lu^(3+)(Z=71) ?