In `H-` atom spectrum V is the wave number
`V_(1)=V_(min)+V_(max)` for layman series
`V_(1)=V_(min)+V_(max)` for balmer series then `V_(1):V_(2)`

What is the ratio of Deltav==v_("max")-v_("min") for spectral lines corresponding to lyman & Balmer series for hydrogen

What is the ratio of Deltav==v_("max")-v_("min") for spectral lines corresponding to lyman & Balmer series for hydrogen

If the variance of the first 50 odd natural numbers is V_(1) and the variance of next 50 odd natural numbers is V_(2) , then V_(1)+V_(2) is equal to

For the Hydrogen spectrum , last line of the Lyman series has frequency v_(1) , last line of Lyman series of He^(+) ion has frequency v_(2) and last line of Balmer series of

If v_1 is the frequency of the series limit of lyman seies, v_2 is the freqency of the first line of lyman series and v_3 is the fequecny of the series limit of the balmer series, then

If v_1 is the frequency of the series limit of lyman seies, v_2 is the freqency of the first line of lyman series and v_3 is the fequecny of the series limit of the balmer series, then

For the hydrogen spectrum last line of the lyman series has frequency v1 last line of lyman series of He^(+) ions has frequency V_(2) and 1^(st) line of Lyman series of He^(+) ions has frequency v_(3) then

For the hydrogen spectrum last line of the lyman series has frequency v1 last line of lyman series of He^(+) ions has frequency V_(2) and 1^(st) line of Lyman series of He^(+) ions has frequency v_(3) then