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Really stuck with this problem, not sure what to do: Consider a system where the three fundamentally important quantities are the speed of light c with dimensions [L]/[T], Planck's constant h with dimensions [M][L]^2/[T] and the mass of the proton mp with dimension [M]. What combination of ratios and/or products of c, h, and mp will yield a new quantity of dimensions [L]?

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You might want to post this in the physics section
@williamnz I never get a response in physics, and this is sort of math related!
That sucks. Well i'm guessing this is mechanics related.

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Idk, I'm stumped, I tried 'bout 4 ratios, but none of them worked, sorry
@raimj512 How do you approach this problem?
well, you know how to come up with ratios, right? This is a physics question, but, it can be worked into a little bit of an algebraic expression(Kinda). c, h, mp can be used to make a semi-sort of an algebraic expression.

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