When displaced from equilibrium by a small amount, the two hydrogen atoms in an H$2$H$2$ molecule are acted on by a restoring force Fx$=$k$1$xFx$=$k$1$x with k$1$k$1=500$ N$/$mN$/$m $.$

Part A

Calculate the oscillation frequency ff of the H$2$H$2$ molecule. Use meff$=$m$/2$meff$=$m$/2$ as the "effective mass" of the system, where mm in the mass of a hydrogen atom.

Take the mass of a hydrogen atom as $1\mathrm{.}008$ uu$,$ where $1$u$=1\mathrm{.}6611027$kg$1$u$=1\mathrm{.}6611027$kg$.$ Express your answer in hertz.

View Available Hint$($s$)$for Part A

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ff $=$

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HzHz

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