Bài tập SPSS

7/21/2019 Bài tập SPSS

http://slidepdf.com/reader/full/bai-tap-spss 1/61

GIỚI THIỆU

+ Edit -> Options -> General -> Unicode : chỉnh font

+ Có 3 file: SPO (Output! SP" (#ata! "aria$le! SPS (S%nta&

+S%nta&: ch'% theo cu l)nh (* s%nta& t, file cn ch'%

+ Gh.p file d/ li)u

0: 1cti2e sheet: file u ti4n

+: file * sau

ne5 acti2e sheet: file 6h.p

unpair "aria$le: $i7n 8o 6i9n6

+Cu tr;c l)nh t<nh to=n:

Co*pute: transfor* -> Co*pute "aria$le

Count: transfor* -> Count "alue 5ithin cases

Select : #ata -> Select cases

ecode: transfor* -> recode into #ifferent "aria$ls

+ ?@* s'ch d/ li)u:

#An6 sort adcendin6

B* lDi nhp trAn6 tron6 cu F1: 2@o s%nta&

COFPUBE de*caccaucaH1IJ(caK!ca!ca3!caL!caM!caN!ca!ca!caQR

EECUBER

cu l)nh t* lDi d'n6 :c=c trT li tron6 c$ phTi l@ tp con cVa ca

f (Wan%(c$K! caK! ca! ca3! caL! caM! caN! ca! ca! caQ

Wan%(c$! caK! ca! ca3! caL! caM! caN! ca! ca! caQ

Wan%(c$3! caK! ca! ca3! caL! caM! caN! ca! ca! caQ errorHsttR

&eR

+#/ li)u Ynh t<nh! than6 o Ynh danh! thZ $c -> dAn6 $Tn6

#/ li)u Ynh l[\n6! than6 o t] l) -> dAn6 s9 *ean! *ode! *in! *a&



Bhan6 o 8hoTn6 -> dAn6 cT hai c=ch

+Brt t^ c=c t4n theo trt t^ _t 2alue $an u

+Bhan6 o Ynh danh th c`t cu*ulati2e percent 8o có n6hba

+ "alid percent: chỉ 7* nh/n6 có 6i= trY

+ ?p $Tn6 $i7n: <t $iu hi)n c`t! nhiu h@n6

H> 8.o thT $i7n 2@o c`t ho_c h@n6! clic8 2@o $i7n t'o phn tr* ho_c total

h; : nhg chỉnh l'i than6 o c=c $i7n th<ch h\p: sale (than6 o 8hoTn6 2@ t] l4! no*inal (Ynh danh! orinal (thZc



+ lp $Tn6 cho cu F1:

6o* $i7n con th@nh $i7n ch<nh

lp $Tn6 cho $i7n ó



+#An6 l)nh Select case t* ra lDi:

#ata-> Select case -> if -> n6he HK hoc2anH

#ata-> Select case -> if ->( n6he HK Xn6heH hoc2anH



THỐNG KÊ MÔ TẢ

Summary Measures

+ Center

Brun6 $nh nh'% cT*! phTn =nh sai n7u có nhiu 6i= trY n6o'i l) (outlier: nh[\c i* cuT Fean

"#: Bh n6hi)* ph[jn6 ph=p tn6 cn! 87t kuT nh[ sau: K 3 L 3 -KM

mt-msH1 H> tn6 cn

run6 $nh &1H-K3 (86 H> PP 8o hi)u kuT

q7t lun: n6o'i l) (oulier l@* sai! l)ch l'c n6hi cuT trun6 $nh

Brun6 2Y (Fe: l@ 6i= trY Zn6 6i/a tron6 K tp sp tn6 dn

"#: K 3NQKKK H> N l@ trun6 2Y

3M NQKKK H> M 2@ N l@ trun6 2Y H>trun6 2Y H M!M

3M NQKLK H> M 2@ N l@ trun6 2Y H>trun6 2Y H M!M

q?: trun6 2Y 8hn6 $Y Tnh h[n6 $i n6o'i l)

Fode (Fo: l@ 6i= trY &ut hi)n nhiu nht tron6 K tp d/ li)u



"#: Bh n6hi)* ph[jn6 ph=p tn6 cn! 87t kuT nh[ sau:

3 L 3 -KM H>Fo H3 86 H> nhiu n6[i 6iT* dc 3 86

KMK 3 3 L H> Fe: !M 86 H>K n[T 6iT* tr4n !M86 K n[T 6iT* d[gi !M 86

run6 $nh &1H-K3 (86 H> PP 8o hi)u kuT

q?: PP có hi)u kuT! tin theo s9 n6 Fe! Fo H> tp d/ li)u có n6o'i l)R



+ "ariation (phn t=n:

Ph[jn6 sai: s H tn6 (&i - & Brun6 $nhvn

w` l)ch chuxn: cn $c cuT ph[jn6 sai

H> $Y Tnh h[n6 $i n6o'i l) (do nó dc &e* l@ 6i= trY trun6 $nh



+yo&plot:

BZ phn 2Y:

*in zK Fe z3 *a&

z

L L M Q K K

"B GB

n+KL H !M zK H L

(n+KLHL!M z H N!M

(n+KL H N!M z3 H Q!M

Ưu điểm cuả tứ !"# $%

F tT ` phn t=n ch<nh &=c hjn ph[jn6 sai

Chỉ ra ch<nh &=c n6o'i l)



Bhan6 o 8hoTn6 $iu di{n [\c c=ch: $Tn6 2@ s9 li)u



KI&M '(NH

GiT thu%7t n6hi4n c[; dc chZn6 *inh thn6 kua 8i* Ynh th9n6 84

"#: cht l[\n6 dYch 2| -> l@* 6ia tn6 s^ h@i l}n6 cuT q~

C?#" (li4n kuan 7n n6[i --> S^ h@i l}n6

C?#" (li4n kuan 7n 2t cht --> S^ h@i l}n6

qi* Ynh *9i kuan h) 6i[ $i7n

K

wYnh l[\n6 wYnh l[\n6 H> ~•i ku%

wYnh t<nh wYnh t<nh H> Chi $nh ph[jn6

wYnh l[\n6 wYnh t<nh H> 1no2a (3 $iu hi)n tr l4n! BRtest ( $iu hi)n

"#:

Gigi t<nh (na*! n/-> qz h€c tp (i*

'T )* '+ , 1no2a (3 $iu hi)n tr l4n! BRtest ( $iu hi)n

Gigi t<nh (na*! n/-> qz h€c tp (&7p lo'i

wB->wB: chi $nh ph[jn6 (Ynh danh + thZ $c ! Ynh danh + Ynh danh

Si4n6 nn6 (yB! l[j! si4n6 -> qz h€c tp (&7p lo'i

wB -> wB thZ $c: tauy-tauC

yac86round (i* thi u 2@o-> qz h€c tp (i*

w? -> w? : ~•i ku%



KI&M '(NH MỐI -U.N HỆ GI/. H.I 0I1N '(NH T2NH

H3 $4 H5 $4 !ai 6iả t!uy7t đ8i #!au

H5 94 6iả t!uy7t c:# 94m s;#6 t<= đi>u đa#6 #6!i #6!?= H3 94 @3 cA đi>u 6B Cảy ra= DB#! t!E?#6

"#:

~o: HM (ku% trnh sTn &ut

~K: ‚M

~o: >HM (kuTn6 c=o ;n6 s^ tht

~K: M

N6uyF# tc, Si6 J* D;c D< H3 $4 #6Ec 9Li

- ƒ H Q„ : ` tin c%

ƒ H RK : *Zc n6hba

H KRM H> si6 H RK

ra $Tn6 H KRQ H> ƒ H RM

"#:

~o: 6igi t<nh 8hn6 Tnh h[n6 chu%)n ch€n n6h

~K:



i6 HR ƒ : $=c $† ~o

Ch; : „ s9 co‡ e&pected count M : chp nhn



Ch; : > „ s9 co‡ e&pected count M : chp nhn

Branfor* recode ino eference "aria$le -> 2alue -> ch'% l'i chi $nh ph[jn6

"#:



~: I 8o co *oi kuan he 2oi nhu cau 2a% B#

~K:

#An6 h@* count 6h.p th@nh $i7n có 2a% tieu dAn6 ha% 8o

#An6 chi $nh ph[jn6

"#:

~o: BI 8o co *9i kuan h) 2gi h€c 2n

~K

i6 H R ƒH RM

Gra**a H RLL > : li4n h) thun chiu (h€c 2n c@n6 t9t th thu nhp c@n6 cao



Gra**a H RLL : li4n h) n6hYch chiu (thu nhp c@n6 cao th c@n6 có t[ t[n6 t9t hjn! l'c kuan

Ch; : 8hai $=o 6i= trY $i7n t, &u san6 t9t hjn



KI&M '(NH MỐI -U.N HỆ GI/. 0I1N '(NH T2NH '(NH +ƯONG

'%#! tP#! QR )* TTest= )*.##3$a

V, GiWi tP#! ả#! !EX#6 tWi K-HT

H3, Y#amJY#u

H5

V, Vatasur$ey



"#:

~: ph[jn6 sai $ˆn6 nhau H> €c d}n6 K

~K: ph[jn6 sai 8h=c nhau H> €c d}n6

i6 H RMN > ƒ H> chp nhn ~o



RK H it -nhieu H -RN3

RN3 H nhieu - it H RK

J* $43 3ti3# c!Z#! đ[ ti# c\y

"#



"#: qi* Ynh si4n6 nn6 có Tnh h[n6 7n qz~B 8o

~o: FsHF$tHFl

~K: t•n t'i <t nht K cp trun6 $nh 8h=c nhau

"#: qi* Ynh cn6 hi)u cuT 3 lo'i thu9c di)t *uDi

~o:FaHF$HFc




n7u ` tin c% HQM„ th si6 ƒ H>$=c $† ~o

H> ta s‰ 8i* Ynh s^ 8h=c nhau 6i[ 3 lo'i thu9c

~o: FaHF$

~K: Fa‚F$



~o: FaHFc

~K: Fa‚Fc

~o: F$HFc

~K: F$‚Fc



d[' 2@o si6 ! ta có:

Fa‚F$

FaHFc

F$HFc



H> Bhu9c 1 di)t *uDi t9t nht có *ean H KRKL

"#: qi* Ynh 1no2a tnh tr'n6 hn nhn có Tnh h[n6 7n t] l) chi trT cho th^c phx* 8o

~o: FdtHFcóHFld




dependent ?ist : Ynh l[\n6actor: Ynh t<nh

ANOVA

Ty le chi cho hang thuc pham trong thu nhap

Sum of Squares df Mean Square F Sig.

Between Groups 3.26 2 !.63" 3#$.#$$ .%%%

&ithin Groups !#.!36 3%%" .%%"

Total !$.#%" 3%%$

i6H ƒ

H> $=c $† ~o

H> 8i* Ynh su



Multiple Comparisons

t (aria)le* Ty le chi cho hang thuc pham trong thu nhap

'

ng hon nhan -0/ Tinh trang hon nhan Mean 'ifference

-10/

Std. rror Sig. " 4onfidence nter5al

ower Bound 7pper Bound

: ; ' 1.%"<"!"=

.%%3<%3 .%%% 1.%6$#3 1.%#6%'9 48 G' 1.%$$3= .%%263 .%%% 1.%<#< 1.%$%

'84 T,9: .%"<"!"= .%%3<%3 .%%% .%#6% .%6$#3

'9 48 G' 1.%!#2#= .%%3366 .%%% 1.%2$32 1.%!!"3

''84 T,9: .%$$3= .%%263 .%%% .%$% .%<#<

; ' .%!#2#= .%%3366 .%%% .%!!"3 .%2$32

n difference is significant at the %.%" le5el.

i cho hng thCc phDm trong thu nhEp* cH gia IJnh ? ly dK ? ILc thn

"#: 8i* Ynh s^ 8h=c nhau 6i[ thu nhp 2@ L nhó* chi ti4u

ANOVA

Thu nhap hang nam -ngan do/

Sum of Squares df Mean Square F Sig.

Between Groups 3%#"6$.23# 3 !%!"22.#!! #%2.#< .%%%



&ithin Groups $36%2".#<< 2!< 2"2.236

Total !%#%"2.$22 22!

Multiple Comparisons'ependent (aria)le* Thu nhap hang nam -ngan do/

Tu+ey ,S'

-/ Nhan loai O, theo ty le chi

cho thuc pham

-0/ Nhan loai O, theo ty le chi

cho thuc pham

Mean 'ifference

-10/

Std. rror Sig. " 4onfidence nter

ower Bound 7pper

'uoi !

!1" 13.!$#"< !."66%62 .!$3 1$.223%#

"1!% #.$3"$<= !.""3"% .%!3 .$3!2"

Tren !% 2!.$6#3%#= !."6#< .%%% !$.$#!#6 2

!1"

'uoi ! 3.!$#"< !."66%62 .!$3 1.<2<!2

"1!% $.3$%36=

.$3!"<< .%%% 6.%"6#<Tren !% 2#.6!$63= .$#3""% .%%% 23.%"%#6 2

"1!%

'uoi ! 1#.$3"$<= !.""3"% .%!3 1<.$#$!

!1" 1$.3$%36= .$3!"<< .%%% 1.<!$" 1

Tren !% !$.%2#$2$= .$23%$ .%%% !".!"%%3 !

Tren !%

'uoi ! 12!.$6#3%#= !."6#< .%%% 12".$<$!" 1!

!1" 12#.6!$63= .$#3""% .%%% 126.<$3%$ 12

"1!% 1!$.%2#$2$= .$23%$ .%%% 1!<.<#2 1!

=. The mean difference is significant at the %.%" le5el.

Descriptives

Thu nhap hang nam -ngan do/

: Mean Std. 'e5iation Std. rror " 4onfidence nter5al for Mean Minimum MaPimum

ower Bound 7pper Bound

'uoi ! !!6 "#.%"36< 2!.<6!$ 2.%3%"%2 "%.%3!6" "<.%$"$2 !%.$2# <."#<

!1" %$ "$.2"!!# !<.$%"<3" .62!!!$ "6.%32!# "<.#$%!# !!." <.6%!

"1!% <! #.3!#!% !"."%3%!% .##$3 #<.3#2$$ "%.2<"#3 .2## 6.62%

Tren !% !< 32.2<3< !!.<36#%" .3%66% 3!."226 33.%"6%$ ".$"< <3.63!

Total 222 #6.6!$3! !<.<$##63 .3#!6< #".326$ #$.3%!6 ".$"< <.6%!

H> t] l) chi trT cho th^c phx* 9i 2gi t,n6 nhó* nh[ sau

r4n K„ l@ thp nht

#[j< K„ 2@ K„-M„ 8hn6 8hac nhiu



']NH GI] TH.NG '^

Gi= trY sTn phx* (2 hnh ! h[Š hnh [\c =nh 6i= thn6 kua w‹ŒC " FŽB

w[\c ! *t l@ nh/n6 6 con n6[i cT* nhn

Cht l[\n6 dYch 2| 2@ s^ h@i l}n6 l@ construct (8h=i ni)* rt 2 hnh! nhn nó thn6 kua c=c $i7n kuan s=t

Construct (jn 8hi= c'nh! a 8hi= c'nh: *Di 8hi= c'nh [\c o $ˆn6 c=c ite*

"#: Gi= trY th[jn6 hi)u theo cT* nhn cuT 8h=ch h@n6 [\c o l[n6 kua:

• Ihn $i7t th[jn6 hi)u: $i7t ! có th d{ d@n6 phn $i)t 2gi c=c 8h=c! có th €c ;n6 t4n! có th

nhn $i4t lo6o nhanh chón6! có th nhg lo6o ch<nh &=c! có th nhg nhn ra *@u sc _c tr[n6

• Brun6 th@nh th[jn6 hi)u

• Cht l[\n6 cT* nhn

• ~nh Tnh th[jn6 hi)u

percei2ed 2alue (6i= trY cT* nhn

iterature re2ie5

Gi= trY cT* nhn dYch 2| @o t'o:

• Gi= trY chZc nn6

Toâi tin raèng caùc nhaø tuyeån duïng thích nhaän sinh vieân toát nghieäp töø Khoa Kinh teá- ÑT!"



#aèng toát nghieäp nhaän $ö%ïc töø Khoa Kinh teá -ÑT! cho pheùp toâi t&' $ö%ïc vieäc(aø' coù (ö%ng cao"

#aèng toát nghieäp Khoa Kinh teá - ÑT! se) giuùp toâi t&' $ö%ïc 'oät coâng vieäc oån$*nh"

Toâi tin raèng +ieán thöùc hoïc $ö%ïc taïi Khoa KT,ÑT! se) cho pheùp toâi thang tieán

trong söï nghieäp sau naøy"oïc $aïi hoïc (aø $ie.u +ieän /a0t /uoäc $eå thaønh $aït trong 1a) hoäi

• Gi= trY hiu $i7t

Toâi hoïc $ö%ïc nhie.u $ie.u '%ùi trong caùc 'oân hoïc %2 Khoa Kinh teá trö%øng ÑT!

Kieán thöùc chuyeân 'oân Khoa Kinh teá , ÑT! cung caáp (aø' thoa2 'a)n 'ong 'uoánhoïc ho2i cu2a toâi"

3hö%ng tr&nh hoïc cu2a Khoa KT- ÑT! $a) trang /* cho toâi nhö)ng +ieán thöùc chuyeân

'oân phuø h%ïp" Taïi Khoa KT- ÑT!4 toâi $a) hoïc $ö%ïc nhie.u $ie.u ve. thöïc teá chöù +hoâng ch5 (aø (yùthuyeát suoâng"

6uaù tr&nh hoïc taäp %2 Khoa KT- ÑT! $a) giuùp toâi hoaøn thieän /a2n thaân '&nh ve.

nhie.u 'a7t"

•

• Gi= trY cT* &;c

Theo toâi4 1öùng $aùng $a.u tö /oán na' rö%)i $eå coù $ö%ïc taá' /aèng cu2a Khoa Kinhteá , ÑT!"

Toâi vui (aø $a) choïn hoïc Khoa Kinh teá , ÑT!

Toâi thích hoïc chuyeân ngaønh cu2a toâi taïi Khoa Kinh teá - ÑT!

Toâi phaùt hieän ra chuyeân ngaønh cu2a toâi raát thuù v*"

Laø sinh vieân cuûa Khoa Kinh teá - tröôøng ÑHTS khieán toâi thaáy töï tin.

• Gi= trY & h`i

Toâi nhaän ra th%øi gian hoïc taäp %2 $aây tr%2 neân vui h%n +hi coù nhö)ng ngö%øi /aïnthaân trong (%ùp"

Toâi thuù v* v& $a) ga7p $ö%ïc nhie.u /aïn /eø $eán töø nhie.u 'ie.n 8ueâ"

3aùc hoaït $oäng phong traøo cu2a Khoa Kinh teá , ÑT! +hieán cho vieäc hoïc taäp cu2a

toâi thuù v*"

•

• Gi= trY hnh Tnh



Toâi $a) nghe ngö%øi ta noùi nhö)ng $ie.u toát $eïp ve. Khoa Kinh teá cu2a Trö%øng ÑT!"

Toâi cho raèng caùc nhaø tuyeån duïng coù nhö)ng aán tö%ïng toát ve. Khoa Kinh teá - ÑT!

9y tín (aâu nay cu2a Khoa Kinh teá - ÑT! $a) naâng cao giaù tr* taá' /aèng cu2a toâi

:anh tieáng cu2a Khoa Kinh teá - ÑT! $a) coù a2nh hö%2ng toát $eán giaù tr* taá' /aèng

cu2a toâi";ia $&nh toâi tin raèng Khoa Kinh teá , ÑT! coù chö%ng tr&nh hoïc raát toát"

•

• Gi= trY chi ph<

Khi so saùnh v%ùi 'öùc hoïc phí toâi $oùng4 toâi tin raèng Khoa Kinh teá $a) cung caáp 'oät

d*ch vuï $aøo taïo tö%ng 1öùng v%ùi hoïc phí"

Khi 1e' 1eùt 'öùc hoïc phí toâi $oùng4 toâi tin raèng 8uan heä giö)a chaát (ö%ïng $aøo taïo

vaø hoïc phí taïi Khoa Kinh teá , ÑT! (aø caân $oái"

oïc phí toâi $oùng cao h%n nhö)ng g& Khoa KT thöïc söï cung caáp cho toâi

•

S d|n6 t@i li)u tha* 8hTo t* ra c=c $@i literatue re2ie5 Ynh hZjn6 $@i l@*

BhTo lun ta% i ho_c thTo lun nhó* t* ra lDi t, 2^n6! th4* ! ho_c $gt : phn t<ch Ynh t<nh

S d|n6 c=c $i7n kuan s=t o l[n6 than6 o Cht l[\n6 dich 2| ! s^ h@i l}n6: phn t<ch Ynh l[\n6

w=nh 6i= than6 o:

Bhan6 o n6hi4n cZu có hai 2n ch<nh cn =nh 6i= l@ ` tin c% 2@ t<nh 6i= triR w` tin c%

o kua Cron$ach 1nphalR Sau ó t<nh 6i= trY [\c o kua phn t<ch nhn t9 8h=* ph= E1R Có *`t s9 t<nh6i= trY 8h=c nhau nh[ 6i= trY nì dun6! 6i= trY hì t|! 6i= trY phn $i)tR E1 o hai 6i= trY hì t| 2@ phn $i)tR

S d|n6 h) s9 Cron$ach 1nphal o ` tin c% theo n6u%4n tc sau: s d|n6 Cron$ach 1nphal lo'i i=c $i7n kuan s=t (c=c ite* 8o phA h\p theo ti4u chuxn $i7n n@o có h) s9 t[jn6 kuan $i7n tn6 (te*-

Botal Correlation R3 th $i7n ó s‰ $Y lo'i ra 8h†i than6 o 2@ ti4u chuxn chp nhn than6 o l@ cóCron$ach 1npha t, RN tr l4n

qhi s d|n6 phn t<ch nhn t9 E1 o l[n6 6i= trY hì t| 2@ phn $i)t c| th nh[ sau: 6i= trY hì t| thhi)n kua „ph[jn6 sai tr<ch 2@ tr€n6 s9 nhn t9! c| th tr€n6 s9 nhn t9 cuT $i7n kuan s=t thZ i phTi có 6i=rY cao tr4n nhn t9 *@ i l@ $i7n o l[n6 2@ 6i= trY thp tr4n cac nhn t9 *@ i 8hn6 có n6hi 2| o

[n6

Gi= trY phn $i)t th hi)n kua s9 l[\n6 nhn t9 r;t ra phA h\p 2gi 6iT thu%7t $an A ( I7u than6 o jnh[gn6 th ta 8o cn phTi &.t 6i= trY phn $i)t

I6o@i 2i)c 8i* tra s9 l[\n6 c=c nhn t9 th phTi 8i* tra c=c ite* có ch'% l`n 2Y tr< ha% 8oR " n7u ite*h'% sai 2Y tr< so 2gi l thu%7 th s‰ l@* sai 6i= trY nì dun6



Bhan6 o [\c chp nhn 6i= trY h`i t| 8hi

R Bn6 ph[jn6 sai tr<ch >H M„ (&e* c`t E&traction

"gi iu 8i)n l@ : (tu% nhi4n hai iu 8i)n n@% hu nh[ 8hn6 c}n kuan tr€n6 n[a‡

Chỉ s9 qFO>H RMR qFO l@ *`t chỉ ti4u dAn6 &e* &.t s^ th<ch h\p cuT E1! RM ‘ qFO‘K th phn<ch nhn t9 th<ch h\pR

qi* Ynh yarlett &e* &.t 6iT thu%7t ~o: ` t[jn6 kuan 6i[ c=c $i7n 8hn6 có t[jn6 kuan tron6 tn6 thRI7u 8i* Ynh n@% có n6hi th9n6 84 (si6RM th c=c $i7n kuan s=t có t[jn6 kuan 2gi nhau tron6 tn6h tZc l@ =p d|n6 E1 phA h\pR

R C=c $i7n n4n có tr€n6 s9 (actor loadin6 > RMR C| th:

actor loadin6>R3 [\c &e* l@ 't *Zc t9i thiu

actor loadin6>RL [\c &e* l@ kuan tr€n6

actor loadin6>RM [\c &e* l@ có n6hi th^c ti{n

"#:

T%i /i=t ngân h.ng >"T%i c@ thA dB d.ng phân /iCt ngân h.ng > vDi các ngân h.ng +hác"T%i c@ thA FGc FHng tn ngân h.ng >"T%i c@ thA nhJn /i=t (ogo ca ngân h.ng > 'Lt cách nhanh ch@ng"T%i c@ thA nhD '.u sNc FOc trPng ca ngân h.ng >"



Reliability Statistics



4ron)achQs

9lpha

: of tems

.$"< "

Cron$ach 1lpha > RN H> chp nhn

Item-Total Statistics

Scale Mean if

tem 'eleted

Scale (ariance

if tem 'eleted

4orrected tem1

Total 4orrelation

4ron)achQs

9lpha if tem

'eleted

c!1:B!1BieRt :, !6.3" 6.<!< .#22 .$#

c21:B21Nhan )iet 5Ui :,

+haUc!6."$ 6.!!$ ."!$ .$!<

c31:B31VoWc XuUng ten :, !6.#6 6.22" ."2< .$!6

c#1:B#1:han )ieRt logo:,

!6.<3 ".!## .63< .6$%

c"1:B"1:hU maYu saZc

:,!6.<" ".!#% .""" .$!%

4orrected tem1Total 4orrelation ? %.3 * +o )[ )i\n no +hRc

ân h.ng > chuyn sâu vR dSch v t.i chính - tiRn tC"Qgân h.ng > c@ sUn phV'WdSch v rXt Fa dYng"

#an (Znh FYo ngân h.ng > gi[i 8uUn (\"Qgân h.ng > c@ th.nh tích cao trong (]nh v^c ngân h.ng"Qgân h.ng > rXt Fáng tin cJy"Qgân h.ng > c@ FiA' giao dSch _ nhiRu t`nh th.nh"


4ron)achQs

9lpha

: of tems

.$#$ 6


Scale Mean if

tem 'eleted

Scale (ariance

if tem 'eleted

4orrected tem1

Total 4orrelation

4ron)achQs

9lpha if tem

'eleted



c!"1,9!1:, chuyen 5e

'( T4TT!.!$ 6.#!< .#3! .$26

c!61,921:, coU SN '( Xa

daWng!.!3 6.3<2 .#$" .$!#

c!$1,931Ban la]nh XaWo :,gio^i qua^n lyU

!."% 6.%#! ."$ .6<%

c!<1,9#1:, coU thaYnh t_ch

cao!.3$ 6.%!" ."6< .6<$

c!1,9"1:, XaUng tin cay !.%" 6.2<3 ."2! .$%!

c2%1,961:, coU Xie`m giao

dch +haZp tbnh thaYnh!<.$" 6.3# .32$ .$"2

H> 2’n l% c=c $i7n nh[n6 s‰ &e* &.t $i7n C

"#:


4ron)achQs

9lpha

: of tems

."26 "


Scale Mean if

tem 'eleted

Scale (ariance

if tem 'eleted

4orrected tem1

Total 4orrelation

4ron)achQs

9lpha if tem'eleted

GT4:!14ac nha tuyen dung

thich nhan sinh 5ien +hoa OT!2.2< #.<%< .#!3 .3

GT4:21Bang tot nghiep

+hoa OT dem lai 5iec lam

uong cao

!2.23 #.66 .#6$ .3<"

GT4:31Bang tot nghiep

+hoa OT dem lai 5iec lam on

dinh

!!.$< ".%% .3<2 .#22

GT4:#1Oien thuc hoc duoc

tai +hoa OT giup thang tien

trong su nghiep

!!.6 ".%! .3"" .#3$

GT4:"1,oc ', la dieu +ien

)at )uoi de thanh dat!!.3 ".!$3 .%#3 .66



H> $† $i7n M do 4orrected tem1Total 4orrelation%.3

Các câu b b! "Correcte# Item-Total Correlation$%&'(

oïc $aïi hoïc (aø $ie.u +ieän /a0t /uoäc $eå thaønh $aït trong 1a) hoäi

oïc phí toâi $oùng cao h%n nhö)ng g& Khoa KT thöïc söï cung caáp cho toâi

ác câu nghi ng! "tuy Correcte# Item-Total Correlation$%&') n*+n, nu b! n. t*/ Cronbac* Alp*a t0n, l1n#

;ia $&nh toâi tin raèng Khoa Kinh teá , ÑT! coù chö%ng tr&nh hoïc raát toát"3aùc hoaït $oäng phong traøo cu2a Khoa Kinh teá , ÑT! +hieán cho vieäc hoïc taäpcu2a toâi thuù v*"

_H`N T2H NH`N TỐ



"#



2MO an# 3artlett4s Test

Oaiser1Meyer18l+in Measure of Sampling 9dequacy. ."<#

BartlettQs Test of Sphericity

9pproP. 4hi1Square "".2$"

df !"

Sig. .%%%

RM ‘ qFO H RML ‘ K: d/ li)u có t[jn6 kuan t9t

Si6HR RM: $=c $† ~o

~o: Phn t<ch nhn t9 8o phA h\p 2gi d/ li)u

~K: Phn t<ch nhn t9 phA h\p 2gi d/ li)u



H> có nhn t9 dc r;t ra

Rotate# Component Matri5a

4omponent

! 2

am trang rang .<<6

am rang )ong hon .$66

am hoi tho thom tho .$6!

am +hoe nuu rang .<"2

am sach cau rang .$$%

ngua sau rang .62%

Ptraction Method* Nrincipal 4omponent

9nalysis.

otation Method* (arimaP with Oaiser

:ormaliation.

a. otation con5erged in 3 iterations.



c14#1GiaU ph_ tng

PUng chaRt lWng1giaU ca^.6$<

c614!1VWc XoRi P^ nh

quyU +haUch.6%2

c!#141Bau +hong +h_

chuyen nghiep."3

c$14214S(4 an toaYn cho

giao dch."% .3$3

c!314<1Vie`m giao dch

tien nghi.##< .##6

c#1:B#1:han )ieRt logo

:,.$#


+haUc.6$

c31:B31VoWc XuUng ten :, .6$2c"1:B"1:hU maYu saZc

:,.66$

c!1:B!1BieRt :, ."<$ .3#3

c!$1,931Ban la]nh XaWo :,

gio^i qua^n lyU.$!$


cao.6$

c!61,921:, coU SN '( Xa

daWng.6$6

c!1,9"1:, XaUng tin cay ."%6 .##


'( T4TT.#3% .#%<

c2!1TT!1(an Xang s^

duWng d5 :, .$$

c221TT21Se] nghH ngay

XeRn :, +hi coU nhu cau.$%2 .3!

c231TT31Se] s^ duWng d5

:, lau daYi.36 ."6#

c2%1,961:, coU Xie`m giaodch +haZp tbnh thaYnh

.6!

c!%14"1:( an mac lch

sW.3$3 ."$$

Ptraction Method* Nrincipal 4omponent 9nalysis.

otation Method* (arimaP with Oaiser :ormaliation.

a. otation con5erged in 6 iterations.



q?:

Ph[jn6 sai tr<ch MLRQ„

S9 nhn t9 M

~) s9 actoer ?oadin6 8o r“ r@n6

c!1,9"1:, XaUng tin cay ."%6 .##


'( T4TT.#3% .#%<

onted: l`n &`n

c2%1,961:, coU Xie`m giao dch +haZp tbnh thaYnhc!%14"1:( an mac lch sW

y† cu




4omponent

! 2 3 #

c!!1461:( XaUp Ung toRt

nhu cau O,.$2%

c!214$1:( gia^i quyeRt sWcoR +heUo leUo

.$!2

c14#1GiaU ph_ tng

PUng chaRt lWng1giaU ca^.6"<

c<1431Thu^ tuWc nhanh

goWn.6#3


quyU +haUch.6!

c!#141Bau +hong +h_

chuyen nghiep."%


tien nghi."#$


sW."!"


giao dch."!3


gio^i qua^n lyU.6$$


cao

.662

c!1,9"1:, XaUng tin cay .62#


'( T4TT."6

c!61,921:, coU SN '( Xa

daWng."#


:,.$<$


+haUc.$%#

c31:B31VoWc XuUng ten :, .6<#


:,.66!

c!1:B!1BieRt :, ."

c2!1TT!1(an Xang s^

duWng d5 :, .$""




XeRn :, +hi coU nhu cau.6"<

c231TT31Se] s^ duWng d5

:, lau daYi.6%"

Ptraction Method* Nrincipal 4omponent 9nalysis.otation Method* (arimaP with Oaiser :ormaliation.

a. otation con5erged in $ iterations.

q?:Ph[jn6 sai tr<ch MKRQ„

S9 nhn t9 L

~) s9 actoer ?oadin6 Oq

onted: Oq

0< c"u R

Total Variance 65plaine#

4omponent nitial igen5alues Ptraction Sums of Squared oadings otat

Total of (ariance 4umulati5e Total of (ariance 4umulati5e Total

! 6.<"6 3!.!6" 3!.!6" 6.<"6 3!.!6" 3!.!6" 3.6$

2 2.%<< .#3 #%.6"$ 2.%<< .#3 #%.6"$ 2.6!!

3 !.23 ".<$6 #6."33 !.23 ".<$6 #6."33 2."$

# !.%6< #.<"3 "!.3<6 !.%6< #.<"3 "!.3<6 !.$#$

" !.%2" #.66! "6.%#$ !.%2" #.66! "6.%#$ !.6$

6 .6$ #.3$ 6%.###

$ .<$" 3.$< 6#.#22

< .<%3 3.6#< 6<.%$!

.$#3 3.3$6 $!.##$

!% .6$% 3.%## $#.#!

!! .62" 2.<#! $$.332

!2 .6!! 2.$$$ <%.!%

!3 ."<$ 2.66$ <2.$$6

!# ."6# 2."66 <".3#2

!" ."!3 2.33% <$.6$2

!6 ."%3 2.2<< <.6%

!$ .#6% 2.%< 2.%#

!< .#!< !.%! 3.#

! .3% !.$$! ".$2%



2% .3"< !.62< $.3#

2! .3!2 !.#!< <.$66

22 .2$! !.23# !%%.%%%



4omponent

! 2 3 # "

c!214$1:( gia^i quyeRt sW

coR +heUo leUo.$!<


goWn.$%<


nhu cau O,.6#

c14#1GiaU ph_ tng

PUng chaRt lWng1giaU ca^.6$<


quyU +haUch.6%#

c!#141Bau +hong +h_

chuyen nghiep.6%3


giao dch."%$


tien nghi

.#"$ .#2<


:,.$6


+haUc.62


:,.6$%

c31:B31VoWc XuUng ten :, .66<

c!1:B!1BieRt :, ."<2 .##"


gio^i qua^n lyU .$3


cao.$%

c!61,921:, coU SN '( Xa

daWng.6$"

c!1,9"1:, XaUng tin cay ."3% .##2




'( T4TT.#6$

c2%1,961:, coU Xie`m giao

dch +haZp tbnh thaYnh."<#


sW.""#

c2!1TT!1(an Xang s^

duWng d5 :, .$$


XeRn :, +hi coU nhu cau.$3%



a. otation con5erged in $ iterations.

Ph[jn6 sai tr<ch MN„

S9 nhn t9 M

~) s9 actoer ?oadin6 8o r“

onted: l`n &`n

0< cả Rb $4 R




4omponent

! 2 3 #


nhu cau O,.$3$

c!214$1:( gia^i quyeRt sW

coR +heUo leUo.$2<

c14#1GiaU ph_ tng

PUng chaRt lWng1giaU ca^.6"6


goWn.6#2


quyU +haUch.6!$

c!#141Bau +hong +h_

chuyen nghiep .6%!


tien nghi.""3


giao dch."!%




sW."%


gio^i qua^n lyU.$!%


cao.62

c!1,9"1:, XaUng tin cay .6#%


'( T4TT."$#

c!61,921:, coU SN '( Xa

daWng."$%


:,.$$!


+haUc.6<

c31:B31VoWc XuUng ten :, .63


:,.6#<

c!1:B!1BieRt :, .622

c2!1TT!1(an Xang s^

duWng d5 :, .$3!


XeRn :, +hi coU nhu cau.6#



a. otation con5erged in " iterations.

q?:

Ph[jn6 sai tr<ch MRQ„

S9 nhn t9 L

~) s9 actoer ?oadin6 Oq

onted: Oq

"#: $Tn6 cu h†i 6i= trY cT* nhn: $† NRM! [a ~3 2@o nhó* hiu $i7t

Ghi ch;: #An6 n;t score 8hi phn t<ch h•i ku% H> t<nh t^ `n6 G” B B–IG SUF



B<nh ta%:



q?: F9i kuan h) 6i[ 8ho= h€c 2@ hnh Tnh cuT tr[n6 l@ có s^ 8h=c nha! n* cu9i có 6i= trY nhn $i7t 2

hnh Tnh nhiu hjn n* 2@ n* 3



_H`N T2H HI -Ud Q'(NH +ƯONG )* '(NH +ƯONG

HI -Ud 'N

PB h•i ku%: JH a+$

Gi= trY tn6 th: J—H ˜o+˜KGi= trY [gc l[\n6 (*’u: J—iH yo+ yK

Gi= trY th^c t7: JiHyo+ yK + e (sai s9

"#: dAn6 chiu cao [gc l[\n6 cn n_n6 (-> J

"#: file #ien tich - Gia nha



Variables 6ntere#7Remove#a

Model (aria)les

ntered

(aria)les

emo5ed

Method

!'ien tich -feet

5uong/). nter

a. 'ependent (aria)le* Gia nha -!%%%j/

). 9ll requested 5aria)les entered.

H> =c Ynh $i7n `c lp! $i7n ph| thu`c

Mo#el Summary

Model Square 9dkusted

Square

Std. rror of the

stimate

! .$62a ."<! ."2< #!.33%32

a. Nredictors* -4onstant/ 'ien tich -feet 5uong/

H> HM!K„

Cn6 thZc: H SSSSB (h7t sai tn6 saiH ™(J—i-J i™(Ji-Ji



Coe88icientsa

Model 7nstandardied 4oefficients Standardied

4oefficients

t Sig.

B Std. rror Beta

!-4onstant/ <.2#< "<.%33 !.63 .!2

'ien tich -feet 5uong/ .!!% .%33 .$62 3.32 &%9%

a. 'ependent (aria)le* Gia nha -!%%%j/

H> J— H QRL + RKK H> #i)n t<ch tn6 K feet 2un6 th 6i= nh@ tn6 KK š

qi* tra tr4n tn6 th ! ta phTi 8i* Ynh 6iT thu%7t

~o : ˜K H

~K : ˜K‚

Ba có: si6 HRK ƒ : $=c $† ~o

H> 6i[ 2@ J có *9i kuan h)! #i)n t<ch tn6 K feet 2un6 th 6i= nh@ tn6 KK š

fffHI -Ud 0gI,

dhJ 3 j 5k5 j RkR j j @k@

Bài tập SPSS

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