Determine if the formula T=2π√(m/f/x ) is dimensionally correct
F=kx, ⟹ k=Fx,F=kx,\implies k=\frac Fx,F=kx,⟹k=xF,
T=2πmFx=2πmk,T=2\pi \sqrt{\frac m{\frac Fx}}=2\pi \sqrt\frac mk,T=2πxFm=2πkm, correct.
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