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Wien's displacement law describes the wavelength of peak intensity and is given by peak2898mKTlambda_{mathrm{peak}} approx frac{2898 , mu mathrm{m} , mathrm{K}}{T}peakT2898mK where TTT is the

Wien's displacement law describes the wavelength of peak intensity and is given by

peak2898mKT\lambda_{\mathrm{peak}} \approx \frac{2898 \, \mu \mathrm{m} \, \mathrm{K}}{T}peakT2898mK

where TTT is the surface temperature of a black-body.

A typical incandescent light bulb with a tungsten filament has a peak wavelength of 1035 nm. What is the temperature of the light bulb [K]?

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