The temperature of furance is `2000^(@)C`, in its spectrum the maximum intensity is obtained at about `4000Å`. If the maximum intensity is at `2000Å`,calculate the temperature of the furnace is .^(@)C`.

The temperature of a furnace is 827^@C . At which wavelength will it radiate maximum energy?

The temperature of a furnace is 2327^(@)C and the intensity is maximum in its radiation spectrum at 12000Å. If the intensity in the spectrum of a star is maximum at 4800Å, then the surface temperature of the star is

A distant star emits radiation with maximum intensity at 350 nm. The temperature of the star is

The temperature of a furnace is 2324^(@)C and the intensity is maximum in its radiation spectrum nearly at 12,000Å .If the intensity in the spectrum of star is maximum nearly at 4800Å , then the surface temperature of star is nearly:

The temperature of a furnace is 2324^(@)C and the intensity is maximum in its radiation spectrum nearly at 12,000Å .If the intensity in the spectrum of star is maximum nearly at 4800Å , then the surface temperature of star is nearly:

The temperature of a furnace is 2324^(@) C and the intensity is maximum in its radiation spectrum nearly at 12000A . If the intensity in the spectrum of a star is maximum nearly at 4800A, calculate the surface temperature of the star.

The temperature of a furnace is 2227^(@)C and the intensity is maximum in its spectrum nearly at 12000 A^(@) If the intensity in the spectrum of star is maximum nearly at 48000 A^(@) then the surface temperature of the star is .

The maximum wavelength observed in the spectral energy distribution of sun is at 4673 Å, at a temperature of about 6000 K. For a star, this maximum is at 9000 Å. Calculate the temperature of the star.