the integral of ln(sin(x)) is: -x*ln|1 - e2ix| + x*ln|sin(x)| + (i/2)*(x2 + Li2(e2ix)) + C where Li2 is the second order ploylogarithmic function.
Better call it Li2(x).
Get Hertz with this formula. Z = 3 for Li.Hertz = (3.29 X 1015 s -1)*Z2*(1/Nf2 - 1/Ni2)We will reverse initial and final to avoid negatives.Hertz = (3.29 X 1015 s -1)(32)(1/12 - 1/42)Hertz = (9.87 X 1015)(15/16)= 9.25 X 1015 Hertz------------------------------Now, this formula.Wavelength = speed of light/HertzWavelength = 2.998 X 108 m/s/9.25 X 1015 Hertz= 3.24 X 10 -8 meters (109/1 meter)= 32.4 nanometers==============
yes
the answer will be Li2+ ion because it has one electron as in the case of hydrogen atom.
Bohr model works for one electron species such as He+ ion or Li2+ ion.
Li2 CO3
This cannot be answered. This does not make sense.
Yes
Lithium form the cation Li2+.
o2
O2,N2,H2,F2,Cl2,Li2,Na2
the integral of ln(sin(x)) is: -x*ln|1 - e2ix| + x*ln|sin(x)| + (i/2)*(x2 + Li2(e2ix)) + C where Li2 is the second order ploylogarithmic function.
Dilithium is the diatomic molecule (Li2) of lithium in gaseous phase.
Dilithium is the diatomic molecule (Li2) of lithium in gaseous phase.