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fee st) Crosses when yso
o
Oo = 3 sin ae
zs x= 5 cos (o) pec SU Gos oe
= =
5
b| 3 sin at dx
7 °
2 we S cos t
; =
eS sigs ee dt dx == 5 aint
4
2 o
15 sian 2t- sin t At
t
4
_ g 1S Lsint emt aca
a
a ot
Bo sia’ & cost ot we Sink
a SEO SEES ee ee LA Bore ape sega ee
i oe
3o | se ur ent Fo du Lo ae
a eat we sin
so] 4 ow oi i
ry ee i uz 94 0
30 Jéu me:
a Lo unis ‘ ; gay 9? xe In(t +2)
i
gx et
= Eat
Lae EnE EE ae
;—it! dé In 4 = In F42
a
1
i tgt tn ze inter
2 Gap. Pe He, Gok,
2 ! oe
= Ceri (tt?)
by } = A pa
e+n(t re) é+r +2
t= A(e+e) + (tty)
E Leben &
= J=-8
foe ee ede AE BEE ieueie)
~ iat 2 ~f
ee ee be
1 ee a a
f ! f Ac
|e e+2
- r ; ae
[| iajeri] — Infe +2t |
dl f- Ex. : anne
eS nse a ale aida es
a Pa see Dein ep ohn oe
fe 3 TR uaa Pa Oy Crosses X when i216.
O= Bsint
© = Sint
b= sin (0)
=a
a= 3 cos (2(0r)
=33
(3, 0)
by po apices
3 sint dx m= 3B cos 2&
°
HH as - EG sin DE
= ae
: z
, a sink ge de B= Bcos 2
fate ¢ l= ces 2&
e ===
Vereeeeeeeeea | he Dsint --bsin 2 AC ge =o
% Goss
° O= Bcos 2
pec T18 sink ia 2e ae © = cos 2€
4 .
za te
% t=
18 sint 2 vat cat At
°
%
36 sia*t cost AC.
°
Pe =
¢) i ws. sine . Se ES
a ou = cost. =i
at °
= aa tos € &
: 36 sin E cost JE de
&
3Gu corto da
3
a
36u™ du
oo
