t−t0=1→2hg−2h/2g=1→t-t_0=1\to \sqrt{\frac{2h}{g}}-\sqrt{\frac{2h/2}{g}}=1\tot−t0=1→g2h−g2h/2=1→
h(2g−1g)=1→\sqrt h(\sqrt{\frac{2}{g}}-\sqrt{\frac{1}{g}})=1\toh(g2−g1)=1→
h=1(2g−1g)2=57.197(m)h=\frac{1}{(\sqrt{\frac{2}{g}}-\sqrt{\frac{1}{g}})^2}=57.197(m)h=(g2−g1)21=57.197(m)
t=2hg=2⋅57.1979.81=3.41(s)t=\sqrt{\frac{2h}{g}}=\sqrt{\frac{2\cdot 57.197}{9.81}}=3.41(s)t=g2h=9.812⋅57.197=3.41(s)
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