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·S & : - = - - wjsj :11 · + 4 =. 2/ =, - :/ = 90 i 25-, 1 · is, 5-eim , ,i a: y - + * = / % 1 - : !, - S - · g2 yu , -- 11 - & :is it 1 = · ? &+14 4 ji - - - y yi : 87 % -... 15, -1 - = - % , , & :..:S - - =/i - - 58 4. :will zijn /i ,! · 5 S S give :Alongs - :& sin 95+ - S = - - J, * T & -15! - 2-)) -i T 3 J S -= , $ I & · : Unisw)5 ! P sin=881 , JiVidI , pivi / , =/1, I &S , S i & - & - :> S S T · Isles j , is il , is Pi , 9: 5 & 3 2 f " - - -- S -- S 12- -)= + jjj) ) =- · -- - 6.- & +09 2 pa · - · inji - · - - · i 41-x xjsm) + 3 + -ifi -5) , & it s%1 * & -19 -- j 54) ) # - = S2 , So Si Do Y& -- 2 ↑ & T ⑧& - ↓. 1- S P - = = i ,. 4T. , S x = 44 = & Y -* b 5 z , 19539 - C P 47 u · A C 7. H - & · N i -Premium - I * Z - 1 visi & i lis& & & - & ↑ ·. · · 9 V : 11515915: * N. SU , Ex1- · &P , L , j* 84 - , -5-P3 : ++ 44 " / I 3 A size & &xl - · & sign(V( ? - · 0, 01 5 19-3100 000 = , +1000 = % S 5) : (v) ? a nei 100, 000 1 e 1000 is 3 · simi -S & - &xl · , - IX) ? 5159155i4j3)5510 +3 , 3 - · S! sixjj) 15 10 + > (X)(15!15! - a =x & (2) = 6 Isis! list 2) · I d je & "6" & T SSE = -jadP /11a -. in 54 - +- -(4.a - or SSE = P(1 P)- n Y -X 8) is521"is va P 1 251d1 5- - >8 * S & ·. 9 ,8 , - S - P - 54 551 P P 25 /.g Xu - j- - & & &· sid is * & & 6 S == · - S S s , - S · jjj T & · - jenis , D= &. 119 , y , / - & * - *..... += - 4 = /25 4/18 ? (d) * (P -)5i - - (, x)sn9j y 2 -  · + = [x] -4-(X] [v] T · [x] (51[v] isI[X] - -19 · - &[X] -49 [r] & n1[X] & -ab,), & + 1 =5 ! - ·% , es- es[v] ·gs. : jus is -i, · N L C & P & Premium= LXP + C => 100 , 000 X0 , 003 + 0000 = 310  , /10& s = 44) = s xy))pa * , S ( -,j) - s : , 1 - 9585*I S - + 1354 :% n , (4 7 - 7. % 5.. 417)S, jl : & · e l iE() P = r = Ex P 72. E(PB) = -B - Ho : O = #B : Do * Hi : T OB for -B - Es * B T Sjjy ssj,-* - , & &, , 115 =jeyissn Sob ↑ T gy536 jeedlesi - - & · & · 2013 /P= N = 0 , 16 2014 15 , 81 S(E-(P11-P) (16%(1 - 16%) 0. 0164 = Jus 3 5% : 1. 97 - Margin of error = (1 96). x (0 0167), = 0 , 032 &VIS1 & Upper bound = 0 , 16 + 0 , 032 = 0. 192 mo 19 2 % , Sit lower bound 12 8% = 0 , 18 - 0 , 032 = 0 , 128 mo , : · 19. 2 %9 12 8 %. S. 2) ,/ S - · bliss i :  , = - [201330 Sin - ↓ 3 -15 - S listed - 9 /s ·V = 200 ide -j · 6 = 1000 = g -J 3500 a 9 : Sel i >Se - ou 6 u SSE- T S = 70 72. ~ 200 N +-j = 5 % 1 645 -1 =. Margin of error = (1. 645(x(70. 73) = 116: 35 moses upPer bound = 3500 + 116. 35 = 3616. 35 lower bound = 3500 - 116. 35 = 3383. 65 · 901. [1616 55] sis sil 1525. , - 5. 1819 Nis : ? Selling · diy.. d (M ++ ,V + / ~ 1) - · - - S X T NaGl5( & - + xyz() , 954) - + z - "s" "2" "I + six3 * - - ·Me S is = = · : & * S is j9 ,&.!. ji / /* 9 , 55j - -5). · P * S · , 4, -5512 in / Pa T -- Pi - : - ra. - = - - P = A SS[ = · Jig : Je # Pol1-Pol SS7 = 40 x + VB ro Po = No menx + B  ‫سؤال‪ /‬إذا علمت أن ‪ Za‬الجدولية ‪ Za =1.70‬عند مستوى معنوية ‪a=0.5‬‬ ‫من خالل املعطيات السابقة ماهو اختبار الفرضية ؟ مع التعليق؟‬ ‫‪S‬‬ ‫‪T‬‬ ‫‪029‬‬ ‫‪0‬‬ ‫‪025‬‬ ‫‪10‬‬ ‫)‬ ‫‪0‬‬ ‫‪-‬‬ ‫‪.‬‬ ‫‪Ps‬‬ ‫‪P‬‬ ‫‪.‬‬ ‫‪wa‬‬ ‫‪0‬‬ ‫‪029‬‬ ‫=‬ ‫‪-‬‬ ‫‪P‬‬ ‫‪-‬‬ ‫=‬ ‫=‬ ‫‪.‬‬ ‫=‬ ‫=‬ ‫‪340‬‬ ‫‪-‬‬ ‫‪-‬‬ ‫‪A‬‬ ‫‪nA‬‬ ‫‪0‬‬ ‫)‪0268 (1-0 0268‬‬ ‫[‪SS‬‬ ‫‪.‬‬ ‫‪.‬‬ ‫‪025‬‬ ‫‪820‬‬ ‫=‬ ‫‪20‬‬ ‫=‬ ‫‪0‬‬ ‫‪.‬‬ ‫‪-‬‬ ‫‪x‬‬ ‫=‬ ‫‪0‬‬ ‫‪.‬‬ ‫‪709‬‬ ‫‪#‬‬ ‫‪Pol1-Pol‬‬ ‫‪SS7‬‬ ‫=‬ ‫‪40‬‬ ‫‪8‬‬ ‫‪0‬‬ ‫‪.‬‬ ‫‪709‬‬ ‫‪Za‬‬ ‫‪1‬‬ ‫‪.‬‬ ‫‪70‬‬ ‫)‪+ VB(12‬‬ ‫‪24‬‬ ‫)‪romm rx (10‬‬ ‫=‬ ‫‪Po‬‬ ‫=‬ ‫)‪No ~nx (540)+ nB(480‬‬ ‫=‬ ‫‪820‬‬ ‫‪Po‬‬ ‫=‬ ‫=‬ ‫‪,‬‬ ‫‪0‬‬ ‫‪0260‬‬ ‫‪:‬‬ ‫*‪/‬‬ ‫‪i‬‬‫‪s‬‬ ‫‪j9‬‬ ‫‪,‬‬ ‫‪I‬‬ ‫‪. ji it‬‬ ‫‪is‬‬  · / (1) = 24 · sij · wit Sjd Nd w+ + -2 : i = 4/2 i -= 4) 1) , 9 ) = , -5 /jid) 54 ~ 1 % · + &. - =- / = - S · is /Sir - - , i S /1- jis - sili ! 19 Y · i -i - 3 : · " - -1- - +) my56) - = 1/2) /zid's · zizin i - & · musi y , as -zid - i , (3) · j sm - ps - 5 - la zid) + 1 , j= + y - 01 , = = 4). M · i- simy/n ++ 05 ,-4 Eviews +zi-i () 153! %5 -\ (G) - 84. , , S is livin 1930 s in 25 Naj) = 51 , 558 300 , - - zs. (7) -in /zi, -)y- / 5) * & - Ensis & - ((p) = 0 G = +)Y /12 & X, m) (igin & y 6 ↓ iI & &..... - w &2 +(Xn1 km S = Yzm) riz , ,.... -, · On = f(Xm , Xnz...... Xum) 3 · - S  -& 44 · · &*& jjx , -n S s - & = - = - S T : +2=10 - S - 5-d & S x() =11/1 3 · gas is 5 :ji - w + 9 : & ↓ ~ S & - I [... in min & = : - 44& Xi i , - : ) -His =. & willin sign +12 5 4) = = T O ·& I T i is& -glas ;& II - = & s is - 3 : i i[- T -& - 3 sos & - s S - = - 3 & · -1 - & ·, S S -J y - : -sI s nymc - * : 3 - /) -- & - S - be : -57 j=- c(z) : & =1 - ! V =-: - S = -. 5 & s ; in 24 93 -- ( c "T S wisi seri- - CT i · Nslnie , &- -xjy , es i , jiglass ! - 7 · Eri. galX y (v) 9111 C 100 15 , /9) + 4-41 8 - · - - == - , - u = f(X y)u f(w) , = ↳. i -  = T = (b)44 = -i & [S] - W = , 000 200 Cash = 80 , 000 Lar = 20 , 000 wis-pro = 25 % Solution -1x /Gas - = & -11 - 20K X 25% = 500 T L u(w) = (n(w) = - -w = 1 - 25 % = 75 % : -mis 200k 5k = - EU (80, 000) - = 75 % 4/200 000) , + 25% Eu b -5& s u(look X) - = - - 75 % In cook + 25 % In Gok (1 2898) - u(100k 5k) 75 % (n 5 129) - + 25 %. -. I - In (200K - 5k) = 11. 4571 Util - 3 = 11 46163. vih · +& 56 54 3 +- 56 5 & its ? in - 11 - =1154-51 [+]sm(). je 11 4571. < 11. 46163 -& -9 7 S :+ - 15 11 [+] +s - k = [+] , s En = u(100k = X) = 11. 4571 ~ In (200KoX) = 11. 4571 Took X - = e. 4571 4571 &i - X = look - y = look - 94 , 574. EN · so e & = 5426 z Wilmo e 2 : 2 Whis-· -. i j- * -jei5- - -+ &*