Find ratio of radius of `2^(nd)` orbit of `He^(+)` ion `& 3^(rd)` orbit of `Be^(+3)` ion.

The radius of the 2 ^(nd) orbit of B ^(4+) ion is

According to Bohr's theory, the ratio of electrostatic force of attraction acting on electron 3^(rd) orbit of He^(+) ion and 2^(nd) orbit of Li^(2+) ion is ((3)/(2))^(x) . Then, the value of x is :

According to Bohr's theory, the ratio of electrostatic force of attraction acting on electron 3^(rd) orbit of He^(+) ion and 2^(nd) orbit of Li^(2+) ion is ((3)/(2))^(x) . Then, the value of x is :

What would be the radius of second orbit of He^(+) ion ?

The ratio of radius of 2nd and 3rd Bohr orbit is

Calculate the radius ratio of 2^(nd) orbit of hydrogen and 3^(rd) orbit of Li^(+2)

Calculate the radius ratio of 2^(nd) orbit of hydrogen and 3^(rd) orbit of Li^(+2)

Calculate the radius ratio of 2^(nd) orbit of hydrogen and 3^(rd) orbit of Li^(+2)

What would be the radius of second orbit of He^(+) ion?