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formula, sheet
KS (seco - tave) =
“- ae ee, tane) a
—# (cosece = oto) = __1__ sas
Ceosec © + Cote)
ge _ sive +c0s*6 =) ___
+ ittae®e= seco
ett cat*~*e = cosazO_
a , MW Ursa)
= + a8 +40 -sabc= Cathe) (a4 & > ee
j = b c-act
_ te LHS= s<0 then ‘arbtcs Sas Ge
a £ RHS =O 7 Qrbhc=O or
_ _ azh=c
xternal_ange of pilygon = & = gore pr :
—- ern nq 7 we 5
— aan ad “pe 60 — 3600"
gen fore 9. 91 x10" x ad zh ——_——
ee a 4-847 x10-* vod. al ad ns ie a
Cont) U (an) =”
(ant) UGN=-}) = I2Ant)
i 0) an TT =o -cop20T =f:
sin Qnty T_=0 costontiT=4 *
ton OT =o: : . cot-nT = NeBio 8
__tan (2.9 +0 T= ND. cot (2n+ IMT.
=O 1
_# sin CA 18). = SIDA cos B+ cos Asin
; aN (p -p) « = sinfcosR — cosh sinB
#608 CAF B=. coscesB ~-sinflsimB
_ 4 cos Ch=BI=_cosPeos B + sifsinB
—# | tan (AtB) “= danAtonb
| [= tanAtan B
4 -ton (A-B)= 4A ~ tan
le tanAtanR
tt
#_cot_CA +B) —cotBootA-)
__| _ cot Bt cot A
+ cot CAB) =~ “cot Bicot A +h
-— a cot 8 ~ ot AL
- _smt (has) 8 m(A=B) = asia Acos B
—# SHCA 4B) sin Ch-B) = a
45 4B) 4208 A-B)e <9 28s sAcas f Bo ok
—t. coscA =p) - -COSCA+R) = -DsnfsinB
«sin C4 Sh sin f= -D) cos i
nesta) = (GPF
Sl ie _ i =—
eee se Aen
Ig) da cain bea acs (<iP) sin (<2) =“
aA cos C+eos fi = 2cos (C4? ] eos. (caD) |
t+ cos C ~cos D = asin( ¢40) cin( p=¢) :
—# smie°= VS-1 “4cos |B = Vat)
_ DVB Pe
_* sm Ch+B).. ‘sinCA-B) = _ sin? A-sin® Be
+ cos(# +8): cos CA “B= ons" = — sip ~B
a ft sinh +sinB- —_ dan (Pek B __d
Ces A BCOSB. = (Gat wi + Ea fe
+ cos t0SB
_ sin PSNR
|
He — ge
2 ¥ coS2.0 = §cos?@-sinrg = "2.0526 —| ae
io Peo ak = _I=23n26
es ho oe Pe tane oo
) — __ TF tan®e
gy tan 20 =. 2ton8 Fo
ee _ 1- tare
— & IF @S20 = 200570 -
ole = (0828 = a
de cos2@ tan J +c0os 26 cote
| sin 20 ime
i / j= COS 28 a +an°o
yee. -_} 8 20
i} __1 93 2.8 - ——
<a; - — tan y = rte = fanatany a2
a 4
cr cos A FeOS BECO C = it4sin n Asin Bong _
ye x sinat sinCatd) +s a
sm =“ cn a
a sm ge a
ae C cians oon od
2 Z,
sind
a Teles sng. aye _ver dant Qs
sep Tel advanced’ a is portent os
2 en sinels Lael SY
a OTT + C1 -
Fn “cose =. 7 _ ce, ae
ole = Ve-I cosIG° = VE4)
! 7 4
| = tanxr— é te
+ For tane an ee F a,
eI _f ir__ sim = Sint 4 COSeO = = cosy
__tan*9-= aX then. \
a _|
4 theal-« of. cose thogn8 = C are passable
only “hen _[cl_< Var SS
ens ax value of VES asing +bcos@ = Vors§2|
minimum -yalue_of asin +beos@ = Vash"
* tan_29.5 =. Va
+ a — +b c
sinf Jink gin _
_ofD) 36 =
(o-OVE
4
—_ sin me = \ Eps :
3
Se ae ee
Domain Range ferrsf
___ sin@ Ro ras fee,"
| 56 Ro C=] Dt
~ sao RAQn HT nf £ Th
——_
| Page No.
| Date |
le
7
eee ELD QT
sec Belin ai Rp acH C11) of
cot ~ Rafat, i » Riya
a ee es _. eS
