SCJ GIAO DUG VA DAO TAO CONG HOA XA HOl C H U NGHIA VIET NAM THANH PHO HO CHI MINH Hoc lap - Ty do - Hanh phuc

T R U O N G CAO D A N G KINH TE THANH P H O H O Cffl MINH

So I'^^^/QD-CDKT Thanhpho Hd ChiMinh, ngay^^thdng ^ndm QUYET DINH

Cong nhan tirong dirong gitra cac mon hoc trong chirang trinh dao t?o HIEU TRUdNG TRlTOfNG CAO DANG KINH TE TP. HO Cffl MINH Can cii Quy6t dinh s6 620/QD-BGD&DT-TCCB ngay 03/02/2005 cua Bo truong

Bo Giao due va Dao tao vh viec thanh lap truong Cao dSng Kinh t8 TP.H6 Chi Minh; Can cu Quyet dinh so 41/2005/QD-UBND ngay 07/03/2005 cua Uy ban nhan

dan TP.Ho Chi Minh ve viec chuyen truong Cao dSng Kinh te TP.H6 Chi Minh sang true thuoc Sd Giao due va Dao tao TP.H6 Chi Minh;

Can cii Quylt dinh s6 454/QD-CDKT ngay 07 thang 09 nam 2017 cua Hieu truong truong Cao ddng Kinh t€ TP.H6 Chi Minh v6 viec ban hanh Quy dinh dao tao trinh do cao dSng hinh thuc chinh quy theo he thdng tin chi;

Xet de nghi cua Truong phong Dao tao, QUYET DEVH:

Dieu 1. Cong nhan tuong duong gifta cac mon hoc thuoc khoa 13 trinh do Cao ding va cac mon hoc thuoc khoa 10, 11, 12 trinh do Cao ding cua tit ca cac chuong trinh dao tao tai truong Cao ding Kinh t l Thanh ph6 H6 Chi Minh (Danh sdch dinh kern).

Dieu 2. Phong Dao tao, Phong Ke hoach - Tai Chinh, Khoa Khoa hoc Co ban, Khoa Tai chinh - Ke toan, Khoa Quan tri - Kinh doanh, Khoa Ngoai Ngii, Khoa Cong tac xa hoi chiu trach nhiem to chuc va trien khai thuc hien theo Dieu 1.

Dieu 3. Quylt dinh c6 hieu luc kl tu ngay ky./. -jl^

Nffi nhan: HiEU TRITONG -Nhudilu2; - Luu: VT, DT

y^-SM,"V&n (Slum,

sd GIAO DUG VA DAO TAG CQNG HOA XA HQI CHU NGHIA VIET NAM THANH PHO HO Cffl MINH Doc lap - Ty do - Hanh phuc

TRUdNG CAO DANG KINH TE ' THANH PHO HO CHI MINH

DANH SACH CAC MON HQC TlTONG DlTONG TRINH DO CAO DANG (Dinh kern theo Quyit dinh sdS3(pQ£>/CDKT, ngdylSthdng ^dm 2018)

STT Khoa Ten mon hoc So tin chi Khoa Ten mon hoc tu-omg du-ong/Thay the Khoa So tin

chi 1 CTXH Ca so van hoa Viet Nam

\mJ^.J ' * A -ft . ft ft. ft. . ft.* ft ft ft

2(1,1) 12 Co so van hoa Viet Nam ft ftft ftft T ftft ft. ft. ft ft ft_ft ftft. T ft ft. ft , ftft.ft. J ft

13 2(1 1) 2 CTXH Chinh saeh xa hoi

' A ft ft ft ft_ft ft ft./ V k p* ft. ft. ft ft ft. ft ft ft ftft ft

2(1,1) 12 Chinh sach xa hoi ft—ft ft. J, 1 • 1 • J. ft-/ ft-Vftft ft ft ft ftftft ft ft ftft ft

13 2(1 1) 3 CTXH Cong tac xa hoi ca nhan 3(2,2) 12 Cong tac xa hoi ca nhan 13 3(2,2) 4 CTXH Cong tac xa hoi nhom 3(2,2) 12 Cong tac xa hoi nhom

S , — ^ —

13 3(2,2) 5 CTXH Ky nang song 2(1,1) 12 Ky nang song 13 3(2,1) 6 CTXH Nhap mon Cong tac xa hoi

» 2 r——< =

3(2,1) 12 Nhap mon Cong tac xa hoi --tl , Q , ft :

13 3(2,1) 7 CTXH Phap luat ve cac van de XH 2(1,1) 12 Phap luat ve cac van de XH 13 2(1,1) 8 CTXH Phuong phap nghien cuu trong cong tac

xahoi 2(1,1) 12 Phuong phap nghien cuu trong cong tac xahoi 13 3(2,1)

9 CTXH Quan tri nganh CTXH 2(1,1) 12 Quan tri nganh CTXH 13 2(1,1) 1 f\ Gl Arl 1 nuc nann u i A H (ij l t d i \ 3(0,3) 12 Thuc hanh cong tac xa hoi ca nhan va

nhom 13 A ff\ A\

4(0,4) 11 CTXH Thuc hanh CTXH (2) 3(0,3) 12 Thuc hanh phat trien cong dong 13 4(0,4) 12 CTXH Toan thong kechoKHXH 2(1,1) 12 Toan thong kechoKHXH 13 2(1,1) 13 CTXH Truyen thong giao due 2(1,1) 12 Truyen thong giao due 13 2(1,1) 14 CTXH Van ban va LT hoc DC 2(1,1) 12 Soan thao van ban 13 2(1,1) 15 CTXH Xa hoi hoc dai cuong 2(1,1) 12 Xa hoi hoc dai cuong 13 2(1,1) 16 CTXH Co so van h6a Viet Nam 3(2,1) 10,11 Co so van h6a Viet Nam 13 2(1,1) 17 CTXH Chinh sach xa hoi 3(2,1) 10,11 Chinh sach xa hoi 13 2(1,1) 18 CTXH Cong tac xa hoi ca nhan 4(3,1) 10,11 Cong tac xa hoi ca nhan 13 3(2,2) 19 CTXH Cong tac xa hoi nhom 4(3,1) 10,11 Cong tac xa hoi nhom 13 3(2,2) 20 CTXH Ky nang song 3(2,1) 10,11 Ky nang s6ng 13 3(2,1) 21 CTXH Nhap mon Cong tac xa hoi 4(3,1) 10,11 Nhap mon Cong tac xa hoi 13 3(2,1)

1

STT Khoa Ten mon hoc So tin chi Khoa Ten mon hoe tnong dnong/Thay the Khoa So tin

chi 22 CTXH Phap luat ve cac vin dk XH

JL ft A Vft. ft_/ ft ft* ft* ft w ftft ft/ ftft ft. T ft * ft ft ft* ft/ ft ft. ft. .ft

3(2,1) 10,11 Phap luat v6 cac vln d8 XH 13 2(1,1) 23 CTXH Phuong phap nghien cuu khoa hoc 3(2,1) 10,11 Phuong phap nghien cuu trong cong tac

xa hoi 13 3(2,1) 24 CTXH Quan tri trong nganh CTXH 4(3,1) 10,11 Quan tri nganh CTXH 13 2(1,1)

\ 9 y 25 CTXH Thuc hanh CTXH (1) 4(0,4) 10,11 Thuc hanh cong tac xa hoi cd nhan va nhom 13 4(0,4)

26 CTXH Thuc hanh CTXH (2) 5(0,5) 10,11 Thuc hanh phat trien cong dong 13 3(0,3) \ 9 y 27 CTXH Toan thong ke cho KHXH 3(2,1) 10,11 Toan thong ke cho KHXH 13 2(1,1)

28 CTXH Truyen thong giao due 3(2,1) 10,11 Truyen thong giao due 13 2(1,1) 29 CTXH Van ban va LT hoc DC 3(2,1) 10,11 Soan thao van ban 13 2(1,1)

\ 9 y 30 CTXH Xa hoi hoc dai cuong 3(2,1) 10,11 Xa hoi hoc dai cuong 13 2(1,1) 31 CTXH An sinh xa hoi 3(2,1)

V 9 /

10,11,12 An sinh xa hoi 13 3(2,1) \ 9 y 32 CTXH Cong tac xa hoi trong benh vien 2(1,1) 10,11,12 Cong tac xa hoi trong benh vien 13 2(1,1)

33 CTXH Cone tac xa hoi vdi neubi cao tuoi ft. / \_/ ft. k j . fcV*ft^ ft ft ftft L i \ J A • VAX A A 1 ^ ftA ft_/ A ft/ ftft Vft V ft* *—/ A

2(1,1) 10,11,12 Cone tac xa hoi vdi neudi cao tuoi ft—ft ftft A A , ft ft*, ft/ A A ft.ft A A ftft A ¥ VAX A Aft— ftft ftft A ftft ftft ftft ft ft.* ftft A.

13 2(1,1) \ 9 * y 34 CTXH CTXH trone tnibne hoc

\ ^ X V X X L i . v / l . l . t ^ LX L4.vIXXjS^ X i V i V '

3(2 1) 10,11,12 CTXH trone truone hoc 13 3(2,1) - ' V ' ^ 9 * y 35 CTXH CTXH voi gia dinh va tre em 3(2,1) 10,11,12 CTXH vdi ngudi c6 va hi anh hudng bdi

HIV/AIS A A A ¥ / A A A A ft

13 3(2,1) 36 CTXH CTXH voi nguoi khuyet tat 3(2,1) 10,11,12 CTXH vdi ngudi khuyet tat 13 3(2,1)

\ 9 y 37 CTXH Gidi va phat trien 3(2,1) 10,11,12 Gidi va phat triin 13 3(2,1) 38 CTXH Hanh vi con ngudi va MTXH 3(2,1) 10,11,12 Hanh vi con ngudi va MTXH 13 3(2,1) 39 CTXH PP bien ho trong CTXH 2(1,1)

\ 9 y

10,11,12 PP bien ho trong CTXH 13 2(1,1) 40 CTXH Tam ly hoc phat trien 3(2,1)

\ 9 y

10,11,12 Tam ly hoc phat trien 13 3(2,1) 41 CTXH Tham van ca ban 3(2,1) 10,11,12 Tham van ca ban 13 3(2,1) 42 CTXH Tham vln tre trong HCDBKK 2(1,1) 10,11,12 Tham van tre trong HCDBKK 13 2(1,1) 43 KHCB Van ban va luu trd hoc dai cuong 3(2,1) 10 Soan thao van ban 13 2(1,1) 44 KHCB Duong loi CM cua Dang CSVN 3(2,1) 10,11,12 Chinh tri 13 5(4,1) 45 KHCB Van ban va luu trft hoc dai cuong

¥ ft ft A A Aft ftftA A ¥ V* A ft*, ft**- ft *• V«- AAVftftA ft* ft¥ A ftA ftpft ftft ft ft^^

2(1,1) 9 '•y

11, 12 Soan thao van ban 13 2(1,1) \ 9 y 46 KHCB Phap luat kinh doanh quoc te 2(1,1)

\ * 9 * y

10,11,12 Phap luat kinh doanh quoc te 13 2(1,1) \ 9 y 47 KHCB Nhung NL ca ban cua CN Mac Lenin

(1) 2(1,1) 10,11,12 Chmh tri 13 5(4,1) 48 KHCB Phap luat ap dung trong ngoai thuong 2(1,1) 10,11,12 Phap luat ap dung trong ngoai thuang 13 2(1,1) 49 KHCB Phap luat kinh doanh quoc te. 2(1,1) 10,11,12 Phap luat kinh doanh qu6c t8 13 2(1,1)

2

STT Khoa Ten mon hoc So tin chi Khoa Ten mon hoc tuong duong/Thay the' Khoa So tin

chi sn XVI 1V_/JL> j r x i c i u x u c i i ivixxxx i t - in 11 19 Phan hiat Irinh 11

ID

9ti ^ XVI IV/i- ) PVinr* Innt \/p r»nf* A/an rtA VT-T 10 11 19 Phan luat ve eae van de VPT 1 1

ID

9t1 11 52 KHCB Tilng viet thirc hanh 2(1,1) 10,11,12 Tieng viet thuc hanh 13 2(1,1) 53 KHCB Tir tiifmp Ho Chi Minh

X L X vLXL_fXX£q X X \ y Vft . ' X X X i . T X X X X l X

2(1 1) 10,11,12 Chinh tri V A X X X X X X X L X X

13 X ftl

5t4 11 D \ y , i j 54 KHCB Phan luat dai cuone 2(2 0) 10,11,12 Phan luat dai circfne

X X X L L L / X L A C L L L X C L X L A U - V / X X C B ,

13 2 ( 2 0) z.( z,,v; 55 KHCB Nhiine NL ca ban cua CN Mac Lenin

A. IXAVftLXtift X * * / ftft V—' W A A ftft ftX ftft ft—/ A ¥ A * A W ftft ' / ftft A A A A A

(2) 3(2,1) 10,11,12 Chinh tri 13 5(4,1)

56 KHCB Giao due the chat (1) ft ' A W ftft ft* ft* ftft V A A ft/ ftft A A ft* ft \ A /

1(0 1) ^ V*^9 ^ /

10,11,12 Giao due thi chit (1) Vf X L L V / VLLLVA L X X V LAXXCLL \ A 1

13 1(0 1) 57 KHCB Giao due the chat t2^

>ftj XCXW L X L X V L X X V W A X L X L /

1(0 1) 10,11,12 Giao due thI ehit (11 V J X L L V X V X L A V I X X V / L A X X C L L \ X f

13 X ftl

\(Q 11 58 KHCB Giao due the ehat (2) 1(0 1) 10,11,12 Giao due thI ehIt t i l 13

X ft/

IfO 11 59 KHCB Xoan pan pan

X \ycxix \^<x\j wcxix

4t3 H 10 X \J

Tnan pan pan X U C I X X K^OXJ ^ u L y

11 i D

2 ( ] 11 60 KHCB Toan Icinli tp

X xycxix Ax^xxxx

4t3 T» 10 1 V /

Tnan kinh tp X IXcXXX IVXXXXX x t

1 1 X J

9t1 G 61 KHCB Xnan tai ( liinVi

X \ X u . i X ICxX V ' l X l l X L l

in 1 \j

Tnan tai phinh X t J C l X X I d X w X X X X X X

11 1 D

Z(^l,tJ 62 KHCB

X V X X V - A X J

He OT CSDL trone ke toan X X%jft X V f t T L X J - X X . / I X G f X X g I V ^ IXIfcxXX

i o n X V / j 1 X

Tin hnp I'mcr Hiincr trnncr kinh Hnanh X X X X X X I J V U X X ^ V X U X X ^ I X U X X g ivxxxxx xxucixxxx

1 1 X ftJ

9t1 11 63 Vl ftl

KHCB X V X X\ftAjLX

Toan thone ke trone CTXH X L X C I X I L X X V I X X g I W L X V / X X g V A X V V X X

2G H ^\r^r) 10 11 X X X

Tnan thnna kp trnna CTXTT X vxcixx ixxuxx^ i v t ixuxx v - x y v i x

11 X ftJ

2(^ 11 64 KHCB Tin hnp ftai Pirnmp

X X X I XXVyVA VXCXX V L X X A X X C ^

3 ( 2 n 10 11 12 X M J X X J X ^

Tin hnp X X X X xxiyv

11 X f t /

i n 91 65 KHCB Logic hoc dai cuang 2(1,1) 10,11,12 Logic hoc dai cuang 13 2(1,1) 66 KHCB Thuc hanh quan tri tren may 2(1,1) 10,11,12 Thuc hanh quan tri tren may 13 2(1,1) 67 KHCB Thuang mai dien tu 2(1,1) 10,11,12 Thuang mai dien tu 13 2(1,1) 68 KHCB Tin hoc ung dung trong kinh doanh

—• K - j - j —

2(1,1) 10,11,12 Tin hoc urng dung trong kinh doanh 13 2(1,1) 69 KHCB Nguyen ly thong ke 2(1,1) 10,11,12 Nguyen ly thong ke 13 2(1,1) 70 KHCB Phan tich hoat dong kinh doanh 2(1,1) 10,11,12 Phan tich hoat dong kinh doanh 13 2(1,1) 71 KHCB Phan tich hoat dong kinh doanh Xult

nhap khau 2(1,1) 10,11,12 Phan tich hoat done kinh doanh Xuat A A A ft*.A A ft A ftft A A A A ftft ftft ft ft-* ft/ A A ft— Aft** AAA ft* ft—/ ft.*A A A A A Aft V* ftft V

nhap khau 13 2(1,1)

72 KHCB X V X X V A X J

Thone ke kinh doanh X X X v X X X c l n X X X X X vXvXCXXXXX

2/1 \^ 10 11 12 i M j X X ^ X ^

Tsjcnivpn Iv thnnc kp X N ^ l X J r L / X X XJf L X X V X X X ^ J V ^

11 X . /

9n 11 73 KHCB

X V X X V A X J

Toan pan pan X GXCXiX V C X G I G / C l l J

3 ( 2 H 11 19 X X 9

Tnan pan pan X V X C l X i l^CLKJ wdLJ

11 ID

9fi n ^G,^l 74 KHCB

X V X X V A X . ?

Tnan VinVi fp 3 ( 2 H 11 12 X X J JL^

Tnan kmh tp X U d l X I V I X X X X X V

11 X ft/

9n 11 75 KHCB Toan tai Chinh

A ft_/ ftft A A ft. ft* A ft—/ A A A A AA A

2(1 1) •^V* 9 xy

11,12 Toan tai chinh X VyvUA L C L A V / A X A A A X A

13 2(1 11 76 KHCB He thong thong tin quan ly 2(1,1) 11,12 He thong thong tin quan ly 13 2(1,1) 77 NN Anh van ke toan 1 :, ' 3(2,1) 10 Anh van ke toan 13 3(2,1) 78 NN Anh van ngan hang ' ' 3(2,1) 10 Anh van ngan hang 13 2(1,1)

3

STT Khoa Ten mon hoc So tin chi Khoa Ten mon hoc tuong auong/Thay the Khoa So tin

chi 79 NN AVCN CTXH 4(3 T)

^ \ - ^ 9

10 AVCN CTXH A A ¥ ft—/ A ¥ ft- / A A ft—A A

12 2(1,1) 80 NN AVCN KDOT 1

X X T VyX 1 XXftX. X X

3(2.11 10 AVCN KDOT A X ¥ ftft/X ¥ X ft ¥ / ft^/ X

13 3(2,1) 81 NN AVCN KTDN 4(3,11 10 AVCN KTDN 13 2(1,1)

AV.A,jy 82 NN AVCN QTKD 1 3(2,11 10 AVCN QTKD 13 2(1,1) x-y X 5 X y 83 NN AVCN QTKD XNK 1 3(2,1) 10 AVCN QTKD XNK 12 3(2,1)

84 NN Cu phap ngon ngu 3(2,1) 10 Cii phap ngon ngu 13 2(1,1) V 9 y 85 NN Dan luan ngon ngu hoc 3(2,1)

\ 9 /

10 Dan luan ngon ngu hoc 13 2(1,1) \ 9 y 86 NN Doc hieu 1

A— ft—/ ft/ A A_A ft/ ft* A

4(3,1) 10 Doc hieu 1 13 3(1,2) -/ y X 5 * - y 87 NN Doc hi8u 2 4(3,1)

\ 9 /

10 Doc hieu 2 13 3(2,1) V 9 / 88 NN Hinh thai hoc

JL JLJLAJUIA ft A Aft*- A • ft ft-/ ft/

3(2,1) \^x»5 X y

10 Hinh thai hoc X A A A AA A ft A A ftft A A AAA ft/

13 2(1,1) 89 NN Kv nane thuvet trinh trudc CC

A A J A A ftft * A ft— ft A A ft-ft J ft/ ft ft A AA AA A ft A ftft ft./ ft/ ft—/ *—/

3(2,1) 10 Ky nang thuyet trinh 13 2(1,1) x-y * 3 X y 90 NN Nghe noi 1

A . * A ft/ A A ft-/ A A

4(3,1) V 9 /

10 Nghe noi 1 13 3(1,2) 91 NN Nehe noi 2

A , ft— A A ft/ A A ft./ A A*

4(3,1) \ 9 /

10 Nghe noi 2 13 3(1,2) ft/ y A jx-y 92 NN Neu am - .Am vi hoc

A ' ft — ftft ft* A A A A AA A A T A AAVA ft/

3(2,1) 10 Ngu am - Am vi hoc 13 2(1,1) \ 9 y 93 NN Neu! nhan 2

A I^V*. |-rAXM|..' ^

3(2,1) 10 Ngu nhan 13 3(1,2) V 9 y 94 NN Toeic practice 3(2,1) 10 Toeic practice 13 2(1,1) \ 9 y 95 NN Van hoa Mv

• ftft A A A A ft—/ ftft. A . A T

2(1,1) X 9 X y

10 Van hoa My 13 2(1,1) \ 9 y 96 NN Viet 1 4(3,1) 10 Viet 1 13 3(2,1) \ 9 y 97 NN Viet 2 4(3,1) 10 Viet 2 13 3(2,1) \ 9 y 98 NN Viet 3 4(3,1) 10 Viet 3 13 3(2,1)

99 NN Anh van ke toan 1 3(2,1) \ 9 y

11 Anil van ke toan 13 3(2,1) \ 9 y 100 NN Anh van ngan hang 2(1,1) 11 Anh van ngan hang 13 2(1,1)

101 NN AVCN KDQT A A T ^ -/ A ¥ A A—A—/ ft.^/ A

3(2,1) V, 9 y

11 AVCN KDQT 13 3(2,1) \ 9 y 102 NN AVCN KTDN 2(1,1)

V 9 y

11 AVCN KTDN 13 2(1,1) \ 9 y 103 NN AVCN QTKD

A A ¥ ft—/ A ¥ ft^/ A A. ft. A—A

2(1,1) 11 AVCN QTKD 13 2(1,1) \ 9 y 104 NN Cii nhan neon neu

ft—/ ft* f-/ A A ft* J./ AA B ftA A A A Afv */*

2(1,1) 11 Cii phap ngon ngii 13 2(1,1) \ 9 y 105 NN Dan hian nenn neir hnc

X - ^ L L X X X X X C X X X X X C A V / X X XXCftVX XXVXV

2(1 1) • ^ \ * 9 ^ y

11 Dan luan neon netr hoc X—AftXXX * AXXftX X l-Xft AAXX X Xft VX XXAAft/

13 2(1,1) x/y X 5 A y 106 NN Doc hieu 1

X-A V X X X V L X X

3(2,1) 9 *• y

11 Doc hieu 1 A—-/ ¥w/ ft/ AAA ft/ ft* A

13 3(1,2) 9-^y 107 NN Doc hieu 2 3(2,1) 11 Doc hieu 2 13 3(2,1)

108 NN Ky nang thuyet trinh truac CC 2(1,1) 11 Ky nang thuyet trinh 13 2(1,1) 109 NN Nghe noi 1 3(2,1) 11 Nghe noi 1 13 3(1,2) 110 NN Nghe noi 2 3(2,1) 11 Nghe noi 2 13 3(1,2)

4

STT Khoa Ten mon hoc S n f in Olf All!

p h i

Lilt

Khoa Ten mon hoc tirong duong/Thay the Khoa f in o i l n i l

l / l I l

1 1 1 111 JNJN JNgu am - Am vi tigc 7 / 1 1 \

2(1,1) 1 1 11 — ^ : ^

Ngu am - Am vi hoc 11 1J 2(1,1)

1 iz XTXT JNJN

JNgu pnap z 7 / 1 O

2(1,1) 1 1 11 Ngu phap 11 13 3(1,2)

1 1 1 11J XTXT JNJN

1 /A^Aft/A AA A* f~% y~S T ¥ /"ft /A

1 oeic practice 7 / 1 1 ^ 2(1,1) 1 1 11 1 /ft/AA/A ftAftft/A /A^A /A/A

1 oeic practice 11 13 2(1,1)

1 1 A 1 14 XTXT I N I N V lex 1 7 / 7 11 j(2, i;

1 1 1 1 viet 1 1 7

13 7 / 7 I N

3(2,1) 1 1 S

1 1J I N I N V lei z 7/ '7 1 ^ j ^ Z j i ;

1 1 1 1 Vi4t 7 V lei z 1 7 1 3 7 / 7 I N

3(2,1) XTXT I N IN

Vint 7 V lei J

7 0 1 ^ j ^ Z j i ; 1 1 1 1 V lei J 1 7 13 7 / 7 1N 3(2,1)

1 1 7 XTXT IN IN /Aim V a n mdrKeimg i 7 / 7 T\ m i l 1U,1 1

A ••X r x x m - tx ••xx o • t " ! , / ' /XI^A XX rx

i \ n n van marKcimg 1 7 13 7 / 7 1 N 3(2,1)

I 1 8

I I o

xrxr IN IN

A t f t l l ¥/St¥ TVloT"T/"/¥'linrr 7

/\nn van marKeimg z 7 / 7 1 ^ m i l

l U , 1 1 A xxlx xro-xx /Xxm-xx 1 x ^ / x A - x x / x y x l x x ^ x x i x -

Ann van quan ne cong cnung 1 7 13 7 / 1 I N

2(1,1) 1 1 0 IN IN A tiV, \7QT¥ r t t t C t T X tt"1 1

r v i i n van quan in i

7 / 7 TT J t Z , l J m i l 1U,1 1

A x x I x x r o ' x x / x n o x x I x ^ i

/\im van quan iri 1 7 13 7 / 7 1 N 3(2,1)

1 i n

izu XTXT INJN

y ^ ft f \ /A ^ft ^Aftft ^t/A A r¥A ftft 1ft /ft /A i L / f t T ^ 1 \

Liiao tiep aa van noa trong isJJ 7 / 1 1 \

2(1,1) 1 (N 1 1

ID, 11 Giao tiep kinh doanh lien van hoa 11 13 2(1,1) 1 1 1 Iz l XTXT

JNJN 1 AAA ¥/Aftft /A A /A I f t 1

Guyen uicn i 7 / 7 I N

3(2,1; 1 A 1 1

iU,i 1 Luyen dich thuong mai 1 11 13 2(1,1)

1 1 1 Izz XTXT JNJN

1 A AA r / f t f t f t /A A /A ftft f

Guyen ciicn z 7 / 7 I N

3(2,1) 1 A 1 1 iU,i 1 Luyen dieh thuong mai 2 11 13 3(2,1)

I Z J X T X T IN I N iNgon n g u noc QOI cnieu 7 / 1 IN 2(1,1) 1 A 1 1 1U,1 1 ^L 1 /ft/ft ftft Aft /ftA y ift /ft /A ^X /A A /A I ft A /AA X

JNgon ngu noc aoi emeu 1 1 13 2(1,1)

1 7 A 1 Z 4 •MXT IN IN i N g u pndp 1 7 / 7 1N 3(2,1) m i l iU,i 1

^ ^ T / f t l l ' -XX I f t >X XX

JNgu pnap 1 7

13 7 / 1 7 N

3(1,2) 1 7 S

I Z J

XTXT I N IN 1 n u L i n L n u u T i g m d i 7 / 1 1N 2(1,1) m i l 1 0 , 1 1

1 ' I x i y 'l-A-xx " l l x i V/xrxft/ft - x x x / x x

i nu im tnuong mai 1 7

13 7 / 1 I N

2(1,1) 1 7 / ; I Z O ly 1 - I x U i v y i n u a i c j U a n in 7 / 7 1 N 3(2,1) 1 A lU

ftft PA Aft /ft /X A A Aftft ft •

Ivy nang quan tn 1 7

13 2(1,1) 1 7 7

I Z /

OT v n nlxon +171-* H IT c^n ztQii tii" u llall lll/ll UU d-Il ClaU LU 7 / 7 IN J^Z,!) 1 n l U

1 I x x / i x x •|-i*x y x i " ^ / i x x

lyuan ui uu an 1 7 13 7 / 1 1 N

2(1,1) 1 7 8 I Z o OT T<rn PViirrma nV»nr» >JPl<riI T n u u i i g p n d p i N v ^ J V F L

7 / 7 IN J t Z j l ) 1 n 1 U

P T n r r V K i r r r,Vio-r, XT/ l/TN Tnuong pnap i N V - i V L »

1 7 13 7 / 1 1 N

2(1,1) 1 7 0 1 Zy OT i<rn I/'oTX Vl/XO / l / X O * x l x Aft /ftlft A A ftft

V an noa cioann ngmep 7 / 1 IN 2(1,1) m i l 1 7

lU, i 1 , 1 Z I^/AXft I f t ^ft /A Iz-Aftftlft /1/ft/Aftft1ft v an noa Kinn ooann

1 7

13 2(1,1) 1 JU OT T<rT P V i i T / v n r r rtTiat-, X T O l i ' T - T Tnuong pnap INV—ixxi

7 / 1 1N 2(1,1) 11 1 7

1 1 , iz Tnuong pnap JNGIVU 1 7

13 7 / 1 1 N

2(1,1) 1 7 1 1 J 1 OT Tft O vy 1 - i v u L ] o / X I x A /~nix7^»x V x v i M 1 kfi 4 A A A

uao no quy en su nuu in lue 7 / 7 IN 3(2,1) iU U /A /A Xx / X /X AAA r^AXX /A / f t / I x 1*1 A ^ I 4-| A ^A

Jtsao no quyen so nuu tn tue 1 7

13 7 / 1 I N

2(1,1) 132 QT-KD Dam phan TM 2(1,1) 10 Dam phan TM 13 2(1,1) 1 7 7

Ijj (IT v n l y 1 -1X17

^ ^ O ' V ' I T ' A I ' A ftx y x n f t f t I x o A X

iviarKeiing can oan 7 / 7 1 N 3(2,1) lU ft A /A X* I / • / f t f t A -Aft /ft /A /A Xft 1ft /A Xft

jyiarKeting can oan 1 7

13 2(1,1) 134 QT-KD Marketing quoc te 3(2,1) 10 Marketing qu6c 18 13 3(2,1)

1 7 S 1J J QT-KD XTr.Ti5ar> ¥ n i I Z O V X T T Z 1 / O Y X T \

jNgmep vu JsJJAJNJv i (GAJN^ XT/vUTa», V T 7 0 T 1 (fVTW JNgmep VU isJJGi J (GJsJj)

4(3,1) 10 Nghiep vu KDXNK 1 13 3(2,1)

1 7 Z 1 J O

QT-KD JNgmep vu IvIJAJNlS. Z tGAIN) JNgmep vu KDQ1 z (CKU) 3(2,1) 10 Nghiep vu KDXNK 2 13 3(2,1)

177 1 J / OT-i^n 1 i i a i i i i L u a i i q uue LC 7 / 7 IN J1^ z , i ; m l U

TTiQnTi tootA /NT 1 naiui loan i y i 1 7 1 J 7 / 7 1N 3tZ,l) 138 QT-KD Van tai - Bao hiem ngoai thuong 4(3,1) 10 Van tai - Bao hi8m NT 13 3(2,1) 139 QT-KD Bao ho quyin so hJju tri the ' 2(1,1) 11,12 Bao ho quy8n so hiiu tri tue 13 2(1,1) 140 QT-KD Dam phan TM 2(1,1) 11,12 Dam phan TM 13 2(1,1)

S l l Khoa Ten mon hoc s i n f i n d O llll n i l .

eni Khoa Ten mon hoc tirong du-ong/Thay the Khoa f f » .

do tin eni

t A 1

141 QT-KD T y * t * J 1 * A .A.

Kinh doanh quoc te o / n 1 \

3(2,1) 11,12 y y • 1 J 1 A ,A

Kmh doanh quoc te 13 3(2,1) 1 A r^

142 / - \ 'TO T y P \

QT-KD A jf 1 a.' *' 1 _ '

Marketing can ban / X / 1 1 \

2(1,1) 1 1 1 / X

11,12 Marketing can ban 13 2(1,1) 143 / N T * T Z T N

Ql-KU JVLarKeting quoc te 2(1,1) 1 1 1 O

11,12 Marketing quoc te 1 O

13 3(2,1) 1 / 1 / 1

144 j-ftnp j r r v

Ql-KD Ngtuep vu KDXNK 1 O / O 1 \

3(2,1) 1 1 1 O

11,12 X T 1 — ' ' ^ T y r x " \ y x T T y i

Nghiep vu KDXNK 1 1 ^

13 3(2,1) 1 / I c

14J / ~ \ ' P x y p x

1-isJJ Ngniep vu JsiJANK 2 O / 1 1 \

2(1,1) 1 1 1 O

11,12 X T - f t i f t i A — , . y y n x A y K T T y o

Nghiep vu KDXNK 2 13 A / A 1 \

3(2,1) 140 y x T " T y T A

l^l-KD 1 nann toan 1 O / l 1 \

2(1,1) 1 1 1 o 11,12

Tlft /AXft l f t ft-n/Cxft y \ ' p

1 rianti toan Q1 1 O

13 A / A 1 \

3(2,1) t A n 14/ y x T * y y

Ql-KD Van tai - Bao mem N1 1 / O 1 \

3(2,1) 1 1 1 O

11,12 Van tai - Bao hiem NT 1 /X

13 A / A 1 \

3(2,1) 14o /ftnr T Z T i Ql-JsJJ / - • I n * Aln'U. T A Z / N T

uiao Oicti 1JVLQ1 4(3,1) lU uiao dieh 1MQ1 1 O

13 A / 1 1 \

2(1,1) I AQ

i4y / N T T / T N

G i -JvU / N , , o „ U Z V T / N T

Quan ne JV1G1 7 / 7 1 N 3(2,1) 1 / N / N . . V , U Z V T / N T

Quan ne K1Q1 1 7

13 A / A 1 A 3(2,1)

1 / N T T Z T N

G i -JvU ^ X A A 1 ft—1 y /A A A /A " A

r/au tu quoe te 7 / 7 1 N 3(2,1) 1 A 1 1 1 O

iU,l 1,12 Dau tu quoc te 1 7

13 A / A 1 \

3(2,1) 1 C I 1J 1 / N T T Z T O GI-JSJJ Kinh te ngoai thucmg 0 / 1 1 ^

2(1,1) 1 A 1 1 1 A lU,l l , i2 v;*-u +z —- : . 1

Kinn te ngoai thuang

1 T

13 A / 1 1 \

2(1,1) 1 C O 1 J Z / N T T Z T N

Gl-KU / " ' I r t * A^nV. T A Z / N T

uiao Oich IMQI O / 1 1 \

2(1,1) 1 1 1 O

11,12 Uiao aicti 1 MQ 1 1 ^

13 A / 1 1 \

2(1,1) 1 C O

153 / N T V T N

Ql-KD r~\., . 1 V T / N T

Quan he K1Q1 1 / O 1 \

3(2,1) 1 1 1 O

11,12 / ~ \ I f t T / - p / - \ p

Quan he KTQT 13 A / " A 1 \

3(2,1) 154 o * / ^ T y p *

TC-KT Bao cao thue /X / ^ 1 \

3(2,1) 1 f\

10 TNA I N 1 i - A > — i r r x y ^ X l-A f~\ , 1 ft

Thuc hanh BCTC va BC thue 13 2(1,1) I C C

155 r p / - x T y T i

TC-KT Bao mem 3(2,1) 10 T-A 7 1 • ft

Bao hiem 1 /X

13 A /" 1 1 \

2(1,1) 1 C / C

156 IC-Kl Ty i5 z *. Z — _ J* J,,,,

Ke toan quan tri T / O 1 \

3(2,1) 1 A

10 y y A / - * . / ^ ' J ™ *

Ke toan quan tri 1 O

13 A / 1 1 A

2(1,1) 1 C O

157 IC-Kl Ke loan quan tri chi phi A / O 1 \

4(3,1) •1 A

10 Ke toan quan tri 1 / x

13 A / A 1 \

3(2,1) 1 C O

15o V T V Z 4 - * Z « + A I . . V i / n U T N X T I

Jve loan tai cmrui UN 1 5(3,2) 1 A

10 y y ^ +-ft»Cxft + A A B f t l f t T x f t l f t T^ATxT 1

Ke toan tai cninn DN1 1 7

13 y1 / 7 I N 4(3,1)

1 cn i5y

T / A V T Ke toan tai etiinn DNz 5(3,2) 1 A

10 y y A J - A : -*i-/—.i* P A X T A

Ke toan tai chinh DNZ

1 ' 5

13 A / A 1 \

4(3,1) T T ' V T 1 / /A ft~/A /A Xft ft~/A X /A I f t A Xft 1ft /A /A /A Xft 1ft Xft / f t l f t A /A Aft

ive loan tai etiinn ooann ngmep 7 / 7 I N

3(2,1) 1 A iU Ke toan tai chinh doanh nghiep 1 7

13 7 / 1 I N

2(1,1) 1 Z 1

101 •T V • V T Jviem loan 3(2,1) 1 A 10 Kiem toan 1 7

13 A / 1 1 \

2(1,1) 1 zo lOz T / ^ V T

1 G-Kl Nguyen ly ke toan 3(2,1) 1 A 10 Nguyen ly ke toan 1 7

13 A / 1 1 \

2(1,1) 1 zo 163 T Z * V T T N U Z - , + / . , U T / - > T - \ X T

Ftianticti iCUN / I 1 \

4(3,1) 1 A 10 rhan tich 1CUN 1 7

13 A / 1 1 A

2(1,1) 1 Z y l

164 T / - ' V T

IG-Kl p N • 1 r 1 p / J , , „ „

1 ai chinh - 1 in dung O / O 1 \

3(2,1) 1 A

10 y ' 5 4 . A.\' - , 1 _ ' 1 _ 4-* 5 — 4 . 5

Ly thuyet tai chmh tien te 1 o

13 A / 1 1 A

2(1,1) 1 zc 165

i - p y x T y p

IG-Kl ' 1 ' N • / P I f 1 1 "A 1 _ X T . 1— 1 — 1

1 ai Chinh Doanh Ngtuep 1 /i / O 1 \

4(3,1)

1 A

10 T ' ' ^ * ' 1 _ T A 1 _ 1 _ * ^ 1

Tai chmh Doanh nghiep 1 1 1

13 A / A 1 A

3(2,1) 1 C ^

166 TC-KT p i N • /—11 / 1 pA 1 X T 1 * ^ ^

Tai Chmh Doanh Nghiep 2 4(3,1) 1 f\

10 p i X • 1 ' 1 T A 1 1 * ft /"I

Tai chinh Doanh ngmep 2 1 /X

13 A / A 1 A

3(2,1) 1 / C O

167 p / - N T y p

IC-Kl p i i • 1 _ / 1 _ i i _ X —

1 ai chinh quoc te c / o o \

5(3,2) 1 A

10 Tai chinh quoc te 1 T

13 A / A 1 A

3(2,1) 1 z» l O O

T / ^ V T ' 1 A T ^ 1ft Xft 1ft T ^ A AXft ^/A

1 ai Gtunn i len te 7 / 7 1 N

3(2,1) 1 A

tu T ZT + l ¥ . i ¥ r Z + T A I / " ' I B / M V . T I Z « + Z

Ly tnuyet i ai Gtiinn i len te 1 7

13 7 / 1 I N

169 TC-KT Tai chmh tin diing 3(2,1) 10 Ly thuygt Tai Chinh Tien te 13 2(1,1) 170 TC-KT Thi Truong Chiing Khoan 3(2,1) 10 Thi tnrcmg Chung khoan 13 2(1,1) 171 TC-KT Thug 3(2,1) 10 Thue 13 2(1,1)

6

di 1 Klioa len mon noc So tin chi Ivnoa 1 en mon hoc tu'ong an'ong/1 hay the KJioa S6 tin

chi 172 TC-KT Tin hoc ke toan 4(3,1) 10 Ling dung phan mem ke toan doanh

o - o p

nghiep

13 2(1,1) 173 TC-KT Bao hiem 2(1,1) 11 Bao higm 13 2(1,1) 174 TC-KT Dau tu Tai Chinh 2(1,1) 11 Tai chinh DN 3 12 2(1,1) 175 TC-KT Ke toan Excel 2(1,1) 10,11,12 TTng dimg Excel trong kg toan 13 2(1,1) 176 TC-KT Ke toan Hanh chanh su nghiep 3(2,1) 10,11,12 Kg toan Hanh chanh su nghigp

, ZA S

13 3(2,1) 177 TC-KT Ke toan ngan hang

2 , 2 7

3(2,1) 10,11,12 Kg toan ngan hang 2 1 2 7

13 3(2,1) 178 TC-KT Thuc hanh so sach ke toan 3(2,1) 10,11,12 Thuc hanh so sach kg toan 13 3(2,1) 179 TC-KT Tai chinh - Tin dung 2(1,1) 11, 12 Ly thuygt tai chinh tien te 13 2(1,1) 180 TC-KT Bao cao thue 2(1,1) 11,12 Thuc hanh BCTC va BC thug 13 2(1,1) 181 TC-KT Ke toan tai chinh DN1 4(3,1) 11,12 Kg toan tai chinh DNl 13 4(3,1) 182 TC-KT Ke toan tai chinh DN2 4(3,1) 11,12 Kg toan tai chinh DN2 13 4(2,2) 183 TC-KT Ke toan tai chinh doanh nghiep 2(1,1) 11,12 Ke toan tai chinh doanh nghigp 13 2(1,1) 184 TC-KT Kiem Toan 2(1,1) 11,12 Kigmtoan jo.i 13 2(1,1) 185 TC-KT Nguyen ly ke toan 2(1,1) 11,12 Nguygn ly kg toan a/^j 13 2(1,1) 186 TC-KT Tai Chinh Doanh Nghiep 1 3(2,1) 11,12 Tai chinh Doanh nghiep 1 S*^ 13 3(2,1) 187 TC-KT Tai Chinh Doanh Nghiep 2

7 7 ^

3(2,1) 11,12 Tai chinh Doanh nghiep 2 13 3(2,1) 188 TC-KT Tai chinh quoc te 4(3,1) 11,12 Tai chinh quoc tg 13 3(2,1) 189 TC-KT Tai Chinh Tien te 2(1,1) 11,12 Tai Chinh Tign tg 13 2(1,1) 190 TC-KT Tai chinh tin dung 2(1,1) 11,12 Ly thuygt Tai Chinh Tign te 13 2(1,1) 191 TC-KT Thi Truong Chung Khoan 2(1,1) 11,12 Thi truong Chung khoan 13 2(1,1) 192 TC-KT Thue 2(1,1) 11,12 P ^ i *

Thug 13 2(1,1) 193 TC-KT Tin hoc kg toan 3(2,1) 11,12 ling dvmg phan mgm kg toan doanh

nghigp 13 2(1,1)