Two high precision pendulums move through their equilibrium positions once each second, so that the periods of each is
precisely 2.000 s. One of them is in Copenhagen, Denmark and has a length of 0.99503 m. The other is in Honolulu, Hawaii and
has a length of 0.99138 m. What is the ratio of the free-fall acceleration of gravity g at these two cities? (Give your answer to at
least 5 decimal places.)
$\frac{g_{\text{Copenhagen, Denmark}}}{g_{\text{Honolulu, Hawaii}}}$
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