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benzene absorbs light up to what wavelength?

Input interpretation

benzene | UV cutoff wavelength
benzene | UV cutoff wavelength

Result

280 nm (nanometers)
280 nm (nanometers)

Unit conversions

0.28 µm (micrometers)
0.28 µm (micrometers)
2.8×10^-7 meters
2.8×10^-7 meters
1.102×10^-5 inches
1.102×10^-5 inches

Comparison as wavelength

 ≈ 3.1 × Rydberg wavelength (≈ 9.1×10^-8 m )
≈ 3.1 × Rydberg wavelength (≈ 9.1×10^-8 m )

Electromagnetic frequency range

NUV (near ultraviolet)
NUV (near ultraviolet)

Corresponding quantities

Energy E of a photon in a vacuum from E = hc/λ:  | 4.4 eV (electronvolts)
Energy E of a photon in a vacuum from E = hc/λ: | 4.4 eV (electronvolts)
Angular wavelength ƛ from ƛ = λ/(2π):  | 4.5×10^-8 meters
Angular wavelength ƛ from ƛ = λ/(2π): | 4.5×10^-8 meters
Frequency ν of a photon in a vacuum from ν = c/λ:  | 1.071×10^15 Hz (hertz)
Frequency ν of a photon in a vacuum from ν = c/λ: | 1.071×10^15 Hz (hertz)
Spectroscopic wavenumber ν^~ from ν^~ = 1/λ:  | 3.571×10^6 m^(-1) (reciprocal meters)
Spectroscopic wavenumber ν^~ from ν^~ = 1/λ: | 3.571×10^6 m^(-1) (reciprocal meters)
Wavenumber k from k = 2π/λ:  | 2.244×10^7 m^(-1) (reciprocal meters)
Wavenumber k from k = 2π/λ: | 2.244×10^7 m^(-1) (reciprocal meters)
Frequency ν of sound from ν = v/λ:  | 1.2 GHz (gigahertz)  | (assuming speed of sound ≈ 340.27 m/s)
Frequency ν of sound from ν = v/λ: | 1.2 GHz (gigahertz) | (assuming speed of sound ≈ 340.27 m/s)