Tarea 3

 

   Iùa mek Nocedtediroa mek Zerð0 >:: iùas me odmepedmedcoi  

‛

‘

]rini`a Brupik Dº3 Macedte0 Odb. ZE^EP CIHZAHIDES, Boavede

Odtebridtes0  IKHADICOM ZEÙI, Cgrostoid Berirma NICOKOA CIHZAS, Lirki Doslir   GODAS]^API I^EDIS, Bustiva @asue ESZODAPI ZOPI^^A, @agd Idtgady SASI NE^DU_, @eid Zoerre

Guidciya-Zerð

 

 

SAKUCOÓD 9. I)

Ki permomi me cirbi ed kis tunerois 9 y >, voede mimi p ar ki ecuicoad0

      N)

     

>

f*K*V /(>*b*M)

gf 



Ki ecuicoad me mescirbi ed kis tunerois 3 y = voede mimi pa r ki ecuicoad0

        ^eehpkizidma mitas me cimi triha se a ntoede0

Y9

97. 3 33 3

Y>

93 93=. =.5= 5=

>

9=. 6 62 2*Y9 

>

9:2 :2.6 .63* 3*Y> Y>

gf98

>

97.33*Y 9

9/>

V8 Y/I

9/>

V 8 Y /I

Y38

:.:96? :.:96? :.:977gf  :.:977gf 3 

Y=8

:.:>?9 :.:3>6 :.:3>6gf= gf=

Supadoedma Y89:: k /S( ed k i nahni). nahni). :.97



>

 *g 9/> f 

 

>

cadto du duo mi mim >

>

I8 >b

:.:7>6  érei me ki tuneroi

:.69675:>7 9?.6>

9:: 9::

h ??.7>

Ki cati me edtrimi ed ki nahni es m e

Gikkidma ki ederboi tearoci suhodostrimi par ki nahni es 0

G8

26*pat/(Y*γ)

=7.6=

h

 

Zat0 Y*γ*GN/(26 Y*γ*GN/(26*efoc) *efoc)

9=7.=6

Gikkidma ki cati me sikomi me ki nahni0

 

efoc 8 7: %

GN8 26*7:*:.?:/(Y*γ)

Gikkidma ki permomi me cirbi ed ek triha > es0

9.35

h 9=2.99

Ki cati poezahetroci ed ek duma resukti ser Gikkidma ki ederboi mospadonke, ed ek triha 3 es0

gf3

92.99 _ ek bista resuktidte es0

Y38

:.:96? :.:977gf  3  

9/>

6?.29

:.:6?2 :.:6?2 h3/s >>.99

Ki ederboi mospadonke piri ek triha = es me0 y ek bista resutidte es0

Y=8

9/>

:.:>?9 : :..:3>6gf=

:.932

936.?=

h3/s

Y>8 Y3 +Y=

k/s

Ziri verofocir ki ecuicoad me cadtoduomim se requoere que0

Y>8 Y3+Y=

Y>-(Y3+Y=)8:

-9:6.66

Da cuhpke

k /s

Caha ki ecuicoad me cadtoduomim da gi quemima verofocimi , se sobue tidteidma0

Supadoedma Y895=,7? Y895=,7? k /S( ed ki nahni). gf98

>

97.33*Y9  

:.3>

939.>==

Y>

h ??.67

Ki cati me edtrimi ed ki nahni es m e

Gikkidma ki ederboi tearoci suhodostrimi par ki nahni es 0

G8

26*pat/(Y*γ)

32.:6

h 936.2=

Gikkidma ki cati me sikomi me ki nahni0 Gikkidma ki permomi me cirbi ed ek triha > es0

9.52

h 935.97

Ki cati poezahetroci ed ek duma resukti ser Gikkidma ki ederboi mospadonke, ed ek triha 3 es0

gf3

5.97

_ ek bista resuktidte es0 9/>

Y38

:.:96? : :..:977gf3 

:. :3 :373

37.3=

h3/s

Ki ederboi mospadonke piri ek triha = es me

9:.97

y ek bista resutidte es0 939.>= Y=8

:.:>?9 : :..:3>6gf=

9/>

:.:?3

h3/s

?>.?:

Ziri verofocir ki ecuicoad me cadtoduomim se requoere que0 Y>8 Y3+Y= Y98 Y>0 Y30

Y>-(Y3+Y=)8:

:.::

939.>== 939.>== 37.3=

:.::

k /s

k/s

>:6.66

Y=0

?>.?:

 

  SAKUCOÓD >.

Mitas0 ]unerois 9 > 3 = 5

K

M(ch)

CG

C

>::: 97:: 9>:: 99:: 99::

6: 5: 3: =: 3:

9>: 9>: 9>: 9>: 9>:

67 6> >: 65 3:

C98

67

C>8 C38 C38 C=8

6> >: 65 3:

Sakucoad0

       







  

Y98 -Y>+Y=+Y5

So ek ciumik kkebi es + y so sike es -

Y38 Y9+Y> Y38 Y=+Y5

Y98 Y> +Y3

Y9-Y>8 Y3

Y38 Y=+Y5

Y9 +Y> 8Y38 Y=+Y5

Y38 Y= +Y5 Zasotova(par que sike) Debitova(par que edtri)

       







  









      

 

Este prankehi se resuekve par tidteas0

6>.95

Supader que ki KBG, esti ed ek pudta C 8 S6:8 S=:8 S3:8

gp/K gp/K gp/K

:.::>? :.::>6 :.:>?>

Y6: 8 Y=: 8 Y3: 8

Supader que ki KBG KBG,, esti ed ek pudta C 8 S6:8 S5:8 S=:8 S3:8

gp/K gp/K gp/K gp/K

:.::>25 :.:::>7 :.::>>23 :.:>?5=5=5

gp/K gp/K gp/K gp/K

:.::>775 :.:::9>7 :.::>592 :.:>?3:9

323.33 9>:.32 >:?.:3

k /s k /s k /s

369.9: 6=.7> 99>.95 >9:.>5

k /s k /s k /s k /s

32:.5=

k/s k/s k/s k/s

 

ΣY8

=3.?3

 

ΣY8

->6.93

 

ΣY8

:.::

6>.5 Y6: 8 Y5: 8 Y=: 8 Y3: 8

Supader que ki KBG, esti ed ek pudta C 8 S6:8 S5:8 S=:8 S3:8

:.323 :.9>: :.>:?

:.369 :.:65 :.99> :.>9: 6>.>3:?

Y6: 8 Y5: 8 Y=: 8 Y3: 8

Y90

32:.5=

Y>0 Y=0

=>.29 997.5>

Y50

>:?.39

:.329 :.:=3 :.99? :.>:?

=>.29 997.5> >:?.39

Y3 8 Y= +Y5 :.::

Y38

3>2.73

 

SAKUCOÓD 3. :.:=52> 



            ZI^I0 S8

Y8

9::





k /s



    

  

 

??.=>

C9 C> CADMOCOAD

:.>52

93: 9:

9>:

MI]AS0

Isuhoedma Y 8

C9 Y9

9:: :.>5

M9 K9

:.=52> 9:::

c> Y> M> K>

Ziri C, gikkidma ek vikar me S0 9>: :.>5 S8 :.3:=7 g>8 6::

h3/s

S8

:.::23

g98

k /s

:.>5 2.33

:.>56?3

2.33

S8 g/K

g8 S*K

h

Y9 8 Y> 8 Y3 8 Y= :.:322 >>.69

>>.69 h CADMOCOAD o ibuik i

99=.:2 Ziri C38 93:, 93:, gikkidma ek vikar me S0 c3 Y3 M3 K3

93: :.>5 :.3556 7::

 

S8 g38

:.:953 9>.>2

9>.>2 h

Ziri C=8 7:< gikk ihas S ed c= Y= M= K=

7: :.>5 :.3:=7 ?::

S8 g=8

:.:2?7 29.76

S8G/K 29.76 h

Ziri ek bista isuhoma (Y89:: (Y89:: k/s), se to ede udi permo mi me cirbi tatik0

gt8

99=.:2

h

5.?3

CUHZKE

h

Sinehas que ki permo mi me cirbi mene ser 9>: h. par praparcoades, se tedmri0 rebki me tres g90 2.29 9>:.:: ]A]I K ME ZE^MOMI S g>0 >3.2? g30

9>.?9

g=0

25.6:

Kis catis poezahe poezahetrocis trocis serid0 I8 N8 C8 M8 E8

93: 9>>.>? ?7.5: 75.6: 9:.:: Ek bista es cadstidte ed cuikquoer triha, kue ba0

S98 M98 C98

2.29 :.=52> 9::

g/K

2.29 



           

Y8

: .> 5 2

>52

k/s

9>:

CUHZKE

8

9>: DA HUKZE

 

SAKUCOÓD =.