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Ujuja trajektoor k\[UDoubleDot]lghoovuse puhul, kui suunda hoitakse teatud \
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ujumise aja t korrutis) ja v\[ADoubleDot]hendab ujuja kiirusvektori y-telje \n\
sihilise komponendi ja ujumise aja t korrutis. Asukoha x-koordinaadi algv\
\[ADoubleDot]\[ADoubleDot]rtus on s, \nseda hakkab v\[ADoubleDot]hendama \
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\[UDoubleDot]steem on k\[UDoubleDot]ll f\[UDoubleDot]\[UDoubleDot]sikaliselt \
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K\[OTilde]igepealt kasutame \[ADoubleDot]ra meie poolt kasutusele \
v\[OTilde]etud tausts\[UDoubleDot]steemi peamist eelist. \nselles tausts\
\[UDoubleDot]steemis on Sin[\[Alpha]] ja Cos[\[Alpha]] esitatatavad kujul:\n\
Sin[\[Alpha]] =",
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Sellest kolme muutuja (x, y, t) ja kolme (s, vj, vu) parameetriga 
v\[OTilde]rrandis\[UDoubleDot]steemist elimineerime ehk maakeeli \
k\[OTilde]rvaldame muutuja t. 
 Esmapilgul v\[OTilde]ib selline tegevus k\[UDoubleDot]ll ka jabur tunduda, \
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liikumisv\[OTilde]rranditest aja!), aga et meie eesm\[ADoubleDot]rgiks on \
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Viimase avaldise anal\[UDoubleDot]\[UDoubleDot]tilise integreerimisega \
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Mudeli keerukamad, legendidega joonised ja vektorite joonise tegi: Maris T\
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Mudeli matemaatilis - f\[UDoubleDot]\[UDoubleDot]sikaline pool ja lihtsam \
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