Is the statement,
$\delta(\vec{x}) \vec{A}\times \vec{B} \equiv \vec{A}\times \vec{B}\ \delta(\vec{x}) $
True? If so, how would I go about proving this?
Is the statement,
$\delta(\vec{x}) \vec{A}\times \vec{B} \equiv \vec{A}\times \vec{B}\ \delta(\vec{x}) $
True? If so, how would I go about proving this?
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