HW 1.15
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HW 1.15
Hi Everyone, I am working on the homework and am trying yo figure out problem 1.15 but I am having a little trouble getting started. I know that it gave us the wavelength, and I am assuming we are supposed to use Rydberg's equation for it, but other than that, I am not quite sure what to do. I just need some help getting started.
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Re: HW 1.15
Im stuck on this problem too, but to get it started i used the equation where c=v*lamda and rearranged the equation to solve for v(frequency). With v i know you can use the equation with Rydberg constant which is given by v=R{(1/n1^2)-(1/n2^2)}. However after I got that far i could not figure the rest out but i am still working on it.
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Re: HW 1.15
You know that you need the equation v=R{(1/n1^2)-(1/n2^2)} to find the n values. But first you need to find the value of v.
v=c/λ
=3.00 x 10^8 ms-1/ 102.6 x10^-9 m
= 2.922 x 10^15 s-
You also know that n1=1 because of the Lyman series so the unknown you are looking for is n2.
Rearrange the equation to find n2
1/n2^2= (1/n1^2)- v/R
Now fill in with values
1/n2^2= (1/1^2) - (2.922 x 10^15 s-/ 3.29 x 10^15 s-1)
= .112
n2= 3
so n1=1 and n2=3
v=c/λ
=3.00 x 10^8 ms-1/ 102.6 x10^-9 m
= 2.922 x 10^15 s-
You also know that n1=1 because of the Lyman series so the unknown you are looking for is n2.
Rearrange the equation to find n2
1/n2^2= (1/n1^2)- v/R
Now fill in with values
1/n2^2= (1/1^2) - (2.922 x 10^15 s-/ 3.29 x 10^15 s-1)
= .112
n2= 3
so n1=1 and n2=3
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