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Yes, a photon's energy $E = \hbar \omega$ and momentum $p = (\hbar/c) \omega$ contributions theto the stress-energy tensor of general relativity are both directly proportional to its frequency $\omega$.
Yes, a photon's energy $E = \hbar \omega$ and momentum $p = (\hbar/c) \omega$ contributions the the stress-energy tensor of general relativity are both directly proportional to its frequency $\omega$.
Yes, a photon's energy $E = \hbar \omega$ and momentum $p = (\hbar/c) \omega$ contributions to the stress-energy tensor of general relativity are both directly proportional to its frequency $\omega$.
Yes, a photon's energy $E = \hbar \omega$ and momentum $p = (\hbar/c) \omega$ contributions the the stress-energy tensor of general relativity are both directly proportional to its frequency $\omega$.
