8.- Ie tmjsaòj T mj ie bumrde dmi yf-yf qum sm `umstre mj ie Caoure 52.4.= ms;8.- Ie tmjsaòj T mj ie bumrde dmi yf-yf qum sm `umstre mj ie Caoure 52.4.= ms;
0 0
++
Dfjdm `o ms su pmsf bfjstejtm. Dmtmr`ajm mi be`haf eprfxa`edf mj ieDfjdm `o ms su pmsf bfjstejtm. Dmtmr`ajm mi be`haf eprfxa`edf mj ie
tmjsaòj sa X y r sm ajbrm`mjtej dm 4 b` y >.< b` e 4.5 b` y >.1 b`,tmjsaòj sa X y r sm ajbrm`mjtej dm 4 b` y >.< b` e 4.5 b` y >.1 b`,
rmspmbtave`mjtm. ¶Ie tmjsaòj eu`mjte f das`ajuym6rmspmbtave`mjtm. ¶Ie tmjsaòj eu`mjte f das`ajuym6
Caoure 52.4.=Caoure 52.4.=
Rfiubaòj;Rfiubaòj;
Detfs;Detfs; 0 0
++
∃ 0 4.5∃ 0 4.5 4 0 > 4 0 >.5.5
∃ 0 >∃ 0 >.1.1 >.< 0 >.< 0 >.5 >.5
5)5) Båibuif dm ie dmravede perbaei T rmspmbtf e XBåibuif dm ie dmravede perbaei T rmspmbtf e X
00
88
00.. 88 .. 88
88 ..
0088 88
88 ..
00 88
88 ..
8)8) Båibuif dm ie dmravede perbaei T rmspmbtf e rBåibuif dm ie dmravede perbaei T rmspmbtf e r
00
88
00.. 88 . . 88
88 ..
00 4. 4.
88
2)2) Beibuif dm ie dacmrmjbaei TBeibuif dm ie dacmrmjbaei T
^ere X 0 4, r 0 ^ere X 0 4, r 0 >.<7>.<7 ∃∃X 0 >.5 yX 0 >.5 y ∃∃r 0 >.5r 0 >.5
00
.. ∃ ∃
.. ∃ ∃ 00 ((∘∘))
++ .. >>.5.5 ∘. ∘.
++ >.5>.5
00..((∘∘ ∘∘))
++
00..((∘∘ ∘∘))
++
00..((..∘∘∘.∘.))
..++ 00 .∘?.=.∘?.=
.=.=
0 0 >.>>1>.>>18,8, ò ò
T
T
X
X
r
r
This website stores data such as
cookies to enable essential site
functionality, as well as marketing,
personalization, and analytics. You
may change your settings at any time
or accept the default settings.
Privacy Policy
Save Accept All
Marketing
Personalization
Analytics