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GeoceuTaic Ja (E00ETIC orDoimiimes Usile MEw7OHS
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dhe TRAUSFORHATION Developen By tif AND Wars (1445)
uniizes ba slewzou-flapusom sreweaniis METHOD Je SOLVE
foe THE LATIZUDE. ths LomGivpe IS Four DNECTLY
As Wi7H OTHER. METHODS
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thes!, fhe Athoni7iyrd Pognesses AS FoLlouds
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Ai tulifine EspanTé oF Har Pargueva "Im," 15 fonw teow
a, = ab (a2z*ab'w*)* -a%s*(a*24b* Ww?)
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z*
Fi (| ey ay + Sar |
E Cane.)
i = mM, lt
i. a F mz)
these 3 EQUATIONS ARE SOLYéD Fort ITenaTIVvety UTIL
£G@n) Couvelges To Zeta. then, USIP4 THE MosT
ContesT VAlWe Form,
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the Laritupe BecoHes
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srors wiew Lim) Convenses Te zeteo, Jue LATWOE IS
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mp Ze = b|t- we
Lu Here : We=| Ww
1+ Mr
Hr HEWHT Is Found F704
u Vy
H>| Cw-We)*4 (a=220"| *
As Cat € Wax [1995] PewtT ovT, IF
(welz2l) < (We +l Zel), Huw He-H,
O) pecogunae Ule= (xe +e rye thence , freon EQuETION of ELLIPSE,
eve Ze
Xe + A+ “pe =
| Ze
ae (We )+ Fa ot
=
Ze 2. We
b= az
Zee bf t- MS
Ye
Aecowpute To tat ¢ Wane [1908], Hoe erring Bsr aaTe
OF Mat PARANETER On, DESHIATED AS 7), yetos He
SAMs VALUE AS Bowi@ing's VAWE For 8 Ap Be72
Atawe AT fhe save LATIMOE. As danpAieeDo To
Bowrnts's Forenvin, Efefopes 1! Bestd ALGORITHMS ARE
AT Ar SAME MAGE Bib Bo Converge
Wife! 2 IFELATIONS , be Lat € WAHeg AléienisHed
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