Find the maximum speed when moving around the Earth: v1=2×π×REt1v_1=\frac{2\times\pi\times R_E}{t_1}v1=t12×π×RE ,
And the earth around the sun for the moon v2=2×π×(RE+RS)t2v_2=\frac{2\times\pi\times (R_E+R_S)} {t_2}v2=t22×π×(RE+RS) ,
The total speed is v=v1+v2=2×π×3.85×1082.36×106+v=v_1+v_2=\frac{2\times\pi\times 3.85\times10^8}{2.36\times10^6}+v=v1+v2=2.36×1062×π×3.85×108+2×π×(3.85×108+1.5×1011)3.156×107≈30964.71\frac{2\times\pi\times (3.85\times10^8+1.5\times10^{11})}{3.156\times10^7}\approx30964.713.156×1072×π×(3.85×108+1.5×1011)≈30964.71 m / s.
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