Temperature of a block body is 8640 K. If the energy radiated by the black body for all wavelengths lying between 3332 Ao and 3334 Ao is Q 1 and between 3320 Ao and 3318 Ao is Q2. Then (Wien's constant = 0.288 kelvin - cm)

Wavelength at which maximum radiation takes place is, λ=0.288×1088640 Ao=3333 Ao∴ Q1>Q2 option (3) is correct.

Temperature of a block body is 8640 K. If the energy radiated by the black body for all wavelengths lying between 3332 Ao and 3334 Ao is Q 1 and between 3320 Ao and 3318 Ao is Q2. Then (Wien's constant = 0.288 kelvin - cm)

Wavelength at which maximum radiation takes place is, λ=0.288×1088640 Ao=3333 Ao∴ Q1>Q2 option (3) is correct.

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Temperature of a block body is 8640 K. If the energy radiated by the black body for all wavelengths lying between 3332 $\overset{o}{A}$ and 3334 $\overset{o}{A}$ is $Q_{1}$ and between 3320 $\overset{o}{A}$ and
3318 $\overset{o}{A}$ is $Q_{2}$ . Then (Wien's constant = 0.288 kelvin - cm)

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$Q_{1} = Q_{2}$

$Q_{1} < Q_{2}$

$Q_{1} > Q_{2}$

Insufficient information

answer is C.

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Wavelength at which maximum radiation takes place is, $λ = \frac{0 .288 \times 10^{8}}{8640} \overset{o}{A} = 3333 \overset{o}{A}$

$∴ Q_{1} > Q_{2}$ option (3) is correct.

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Temperature of a block body is 8640 K. If the energy radiated by the black body for all wavelengths lying between 3332 Ao and 3334 Ao is Q 1 and between 3320 Ao and 3318 Ao is Q2. Then (Wien's constant = 0.288 kelvin - cm)

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Temperature of a block body is 8640 K. If the energy radiated by the black body for all wavelengths lying between 3332 $\overset{o}{A}$ and 3334 $\overset{o}{A}$ is $Q_{1}$ and between 3320 $\overset{o}{A}$ and
3318 $\overset{o}{A}$ is $Q_{2}$ . Then (Wien's constant = 0.288 kelvin - cm)