A Resolução Openhein

C-ha pu r 1 Answ11n[pic 1]

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(e)  Tbt IÍpAI %(n} •  11,ppo,d. 'l"be   ...,..,..,;u be        fnr n _<    ,  &l>d n  >

[pic 2]

1 1        Cor,   h        ftora CA.-<.        , IO pela: coord"""""-[pic 3]

h •        ,        i•:i.t',        - Sj • 3e•1 t[pic 4][pic 5]

- ,        - , - ; ,   1    J ■ ,l'i,I! ,   (1 - /)' • it · •'i

1!t - , l • <'I ,        • •' ' •        ,-,ft

-f •[pic 6][pic 7]

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l . $

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( d )  Tbt  • '        tini Is 9ippe:,d aJ>d tl,,c l!lpptd slpal ;.. 11.ín..d by 2 LO O,. ngbt 'TI,ls n,...

s,gmJ .,,u bc uro íor n < -2 a.D<! n > 4

1. Tbt .;g,,..I .rt,,J "' fUpp<,<1 and tbc ffippecl a,g<>al" ab.iltd b7 2 10 tM lt(t  Th"' ncw

• a&l w1U bc wro fof n < - 6 aod n    O

1. .r(I - t) Is obuJG<!d I>), 8'pp   "'(I) _,        lbo 8,pi,,,,d tlpw by l til 11M, rtglol[pic 8][pic 9]

• .r(I - t) wlll bc- ""'º ro. 1 > - 2.[pic 10]

1. t   om(al,wt        lbl.t z( l - t) ,. OA:rOlót  t > - 2 S m>llorly,r { 2- t )  :r.e,u lvt t > - 1

1llerdore. a(I - 1)   .t(2-1) .,,u bc ...-o for 1 > -2

(e) z('.Jt)  ob\ala,td by Uo arlr C0"1Pffl'Ô"I: x(r} liy a""-""' of 3. Thtm<>t        t ) ·11 zero for 1 < 1[pic 11][pic 12]

1. .c(t/ 3) b        l>), blM'.&tly n,tc:hh\lt z (1) bJ, a t«wr of 3 ThtT.wre,i (t/l l wW t,,,

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I J        l ) E[pic 13]

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ctt   j . P.. • , O boc.-        <

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l &.

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l•l , x (1) •  not l'ff.od"'        ,1 ,. rc,o loo r < o

1 1> , ,t 1)   _, ,r,. : >, l•, <•ll • 1  'Thc.. Cott, E   • [  1z,(1)l' d1. • /_ dt[pic 14][pic 15][pic 16]

1'[pic 17][pic 18][pic 19][pic 20][pic 21][pic 22][pic 23]

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,,,

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(b) z1 ln]- 1 Jo<        ,d on,, lt la p,rlood,r  lb a ru

(e) 1'J(n} i<o"" bmrn t,, tbt- F1 ur• I.G[pic 24][pic 25][pic 26]

r -l-        _.,        T     oo        . r        T

(r ) 1(1) - <00( 1) T hm, fan,, 1>  = [  lr, (i)l1dl   L COJ( t)dj[pic 27][pic 28]

1J T        2        I    JT(I+  2t )   )

P..  •  ; '!u  E'  •T =(1)    dt        )':!f' 7T    1'   -      -  - 2   -        "1[pic 29][pic 30]

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