What is the wavelength (in nm) of radiation that has an energy content of 2.13x10^3 kJ/mol? In which region of the electromagnetic spectrum is this radiation found? Can someone explain me this step by step? Thanks
\[E = \frac{hc}{\lambda}\] Plug in E = 2.13 x 10^3
Make sure you convert your units correctly.
I was checking my equations and I have none with the hc together :o
Do you have this equation? \[E = h \nu\]
E=hv yes
\[\nu = \frac{c}{\lambda}\] right? Plug this into that equation (:
that's another equation =.=
It's like solving simultaneous equations \[\nu = \frac{c}{\lambda}\] ----(1) \[E = h \nu\] ----(2) Plug (1) into (2) \[E = \frac{hc}{\lambda}\]
2.13x10^3 = 2.99792458x10^8m/s / wavelength
Where's your h?
uh oh then I have to use E=hc/λ
what would h be then?
I am given the Energy of the content
+ I know the velocity of light
Wouldn't I have to use E=hv instead?
oh nvm.. I need the wavelength but what is h then D:
h = 6.63 x 10^–34 J s
Plank's .. got it
after the calculation, how do I know in which region of the spectrum is this located?
2.13x10^3 = (6.63x10^-34)(2.99792458x10^8) / wavelength
wavelength = 1071631256066461335740540575.9149 or 1.07x10^27 hertz ?
I feel like I'm doing it wrong ... the wavelength is too long! lol
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