You should solve for g=(4(pi)^2L)/T^2 If you set L=1 and T=4

And here it is — our π! Let’s substitute the parameters of Huygens’ pendulum into this formula. The length of the string l in Huygens’ pendulum equals 1. The T — oscillation equals 2. Plugging these values into the formula, we get π²=g.
A wonderful coincidence or an expected connection: why π² ≈ g.
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Gregory Roitman
gravity well (Rob Tomlin)
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Sep 13, 2024
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You should solve for g=(4(pi)^2L)/T^2
If you set L=1 and T=4
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Written by gravity well (Rob Tomlin)2.2K Followers
·1.8K Following
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