Download - integrali 2
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v K + v ( , t v c = l . { R 1$ / 1 . F ) o \I \ t P + { r + - f c )f l rl ' ? c [ q P N o
U-t u\q ts\ Ou
P = 3 tL = f * | }( = l l , l FA l l
+ = soo ttaU = T c V
b{qo (s . , tdGl m o @ o\ / q0 . { r
)'^.1pe.daksi 1a fc u\qa lL&F.,Jcru\qpt"ak +l"i^r goicdru ^a^tl4 w\ukL:Sl
Vqdi * ( o +eyr \d" i vc+ i
1 Oc E : 1 . .. ' ' - " )t l = ) ( r L
- l.)
- _j_- A a = - \ - ^
{ L"-,L- n
o t t = Z N . 1 = ' 1 . 5 t l h . \ o oCU = 3.1h oI
6tua\q { .
r D r ) ' - )+ t , \ LpN- = tR + t t + - tC
Ir {
= K * I t d L + \ ; Fd 4 t't'-l t'
= \ * i i l \o .6 - {o1- q
-*.. J
= 3 * d
: \*d
Zu\r,pt1e = i
j4ao.(,looo
+ i 3,(g
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L\lL - tr7 4
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'1".+,n (* )c{"chx h {- +a.rbn f -T
rtlz_rt/zr - L
7 0 ' e i t r t o I
( rt4i ( + \ = % i * ? - r " 4
' I 't t'{-ruP\^o J /
= 2 < h,o} " ej (:,rL'o -t - o,5 t
f ,o+ cos(dtrqof-rcrst ) 1s'l$1""* - t ' ')l
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ALo Fp'Js\ovrf.
u(t ) =
= P .=_ ( , 0
qotv.[,.,'. q,r.'ds1ov$ ]ve.,.\e,neS'l""rr J
rn u
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4vauu \
= 41,o* 'cos( t rL ,o ' * -o ,s r ) - 3 ' o tg ' " " '+11
lL ,2-1 'c -s ( r '?qo ' t
f- ro,p".,
bL (-t) = tr-iopou\ r44 |
aAwu __l
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I ' ;-11r ' )t . \ - -'1.{ ' ?oI[ e {! ! |= % { q,d} ei(arr"'t-',0,). ', .,ro.u ,rt f= v.1 \ ,u1. i (" 'k '1-e' ! ) . ; zs, ' , . {= ?" { h,o} ai( t ' ' 'o ' \ -o ' ' ' ) . , , , , ,
" 'o ' ' (
= P '4 4o2,21 ' s i ( : ' t " ' t + f l r t -o 'a t ) (Uc- ( { ) = /o Z , Z \ eos ( t l l " - t ' *S lz - o ,1 l )
ucct) = u.\t r"1- 2. { r Q;#! [fl;-;;",e- ), t,or u:(trro'*-*r') . (-u zo,"s)lt ) , - es,\ i ( trro't -alz- o'sr) |R. { -se,r cc(t'ro'*
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