Penggunaan Teorema De Moivre Dalam Pengintegralan Fungsi Trigonometri.
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P€l-um 0.3.2) d tu ed 63
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,L
=,i
(d r' + I dn r ) dli
'3 =.1(cds
ri
+ r dn
d')
d.@,L!r=rrl($(4+r,)+ rl;'(rL +rt)
fud.4aiil,i'exbd
F*iio bhau bde Dsdldi .
," - {rl@!p+,sd)(,(@s3+,sr)i..('(6r+rsud)
z"
ojrh.nr!
-t'lr's
+trare)
@es! FED D vo'E db Fdn rgtu m
frdsi
cfupdsdl.6
2d@i4rBib4@idc3ardrlr[FnFlgi&!ffims@'j:x+1=0,
bilrao
sr
'drd
@ryd|2x-l=0,*
p{Frtu p!E!rlr'4 sFd x'? 2 =0. sdojhrq
EDpu4ebb@kon'l*slkl'jry!j!Fl
(sunbu
iy.drr) tu
tujiE DhsEn h@d
dq 6bse Lqrb. sdojuhyi b !@
subu EnM y (suh
bophb d &Frjusa dqrc$dsih ddu &[d pds.
usk Frilb@nya r@noa id &p, pra ds*o
de F4tuetu
Flqd&nu$i'jg@md,
, :i-r4(as(4+4)+r$(q
Duit]et!!lrr@o.3.D
+q)..
.
..........o.3 r)
@ dda =4
1 = G(6d+'sb,))G(c3+,li.r)..(rGcr+,".,1)
1 =r (@sd+!sritu) . .. .. ....................... 03i)
P€l-um 0.3.2) d tu ed 63
FN'isfurddpaulism.mloik
ebF4htgJefuid$jti$dod
Adrp6
oju F@ris d ddd n4j
B.'dMkarbfuFd:blbeb.l
Yss dtudrite uohi
&o
r"{'("6r'"hd)'
{.("64^h,)1"
-" G*,,+lsi'r)
a . ,:L/',t
3D'luoE*tgil0nF4h€Fdetd64sidpfuhdn.bm!
ft Monr dlFr dgtu ld 4djsbdk.r Frsi dgorctu,
*hi4lFtrydfup.4bcshnfu
tlt
Bnc.
I2t
Cnwh r,v
ttu2@'EtsiEqiB Mdbtut,,/od,
d,r,nNffi:
rodrn
RerdrrowdBllM
1996.carritkvubu$8d
tPdtuiw s6k .atd. Mc @\| sitr,tu
ttt tu!64
M.2t)44.
M@d tue K4bb ekd tuhtitu
tll tud, sd tujd. rer. hr@.
Dl si*L e Mwy P*.'jd.h: Kokrturtu.2M.Ptuakrqrb
ets
P?ryeqh Pen.a@
t6l
sd&+dD
r7l
v&h.*
AraLtB
e
th
E.B
x lqwt
sd tu di6L
4bdh6 b Eqtnetua
D.r. da Enwii r.
tu
Fntunabk ot
cry