Đề thi - Đáp án HSG Lịch Sử lớp 9. Năm học 2018-2019

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sa

GIA.ODVC

VA DAO

T

BENTRE

D:E

cHiNa Tude

DE TID CHON HOC SINH GIGI

cAp

TINH LOP

TRUNG HOC Co

sa -

NA.MHOC 2018 - 2019

Mon: LJCHSU

Ngay

thi:

27/02/2019

Thiri gian : 150 ph"t (khong k~

phat

d~)

.

A. Lich sir Vi~t Nam: (15.0 di~m)

Can

1. (4

.

0 diem)

Trin? bay di~n bien t

r

an quyet chien cua ta tren song Bach Ding nam 938

.

Vi

sao n6i: Thang IQ'inay lelmot chien thang vi dai cua dan tQc ta ?

Can 2.

(5.0 diem}

Vi sao cac quan lai, sl phu dua ra nhtrng dS nghi cai each duy tan vao mra cu6i

thS ki XIX ? Em c6 nhan xet gi vS nhtrng dS xuit cai each d6 ?

Can 3.

(6.0 di

d

m

)

Neu khai quat nhfrng

SlJ

kien lich sir tieu bieu vel g~n liSn voi vai tro lanh dao

cua Nguyen Ai Quoc (H6 Chi Minh

)

trong tiSn trinh each mang Viet Nam 1930-1945.

Trong d6

,

SlJ

kien nao dircc danh gia la

SlJ

kien vi dai trong lich sir dan tQc ? Vi sao?

B. Ljch sir Th~ gi6i: (5.0 di~m)

Can 4.

(5.0 di€m)

Nhtrng thanh nru cua cuoc each mang khoa h9C - ky thu~t tU sau ehi~n tranh thS

gim thu hai dSn nay? Tae dQng eua n6 d6i vai dai s6ng xa hQi va eon nguai ?

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GIAo DVC V1 D10 T~O
BENTRE

HUONG DAN

CHAM

THI CHON HOC SINH GIOI

cAp

TINH LOP 9
TRUNG HOC Co

sa -

NAM HOC 2018 - 2019

Mon:LJCHSU
Ngay thi: 27/02/2019

I. Hmrng dAn chung:

Phin cau hoi phat tri€n nang luc, thisinh co th€ tra loi thea each rieng boac '1khac th€hien '1

kien ca nhan hop 1'1(dung kien thirc, phil hop voi chu truong, dirong l6i cua Dang ta) thi dat trim
di€m nhung phai wong duong voi cac '1coban thea yeu ciu cua huang din cham.

II. HU'Ong din chAm: g6m 03trang.

Ghi

chu

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Cau NQi dung

A. Lich sir Viet Nam 15.0

Cau 1 Trinh bay di~n bien tr~n quy~t chi~n cua ta tren song Bach Dang
nam 938. Vi sao noi: Th~ng lQi nay la mQt chi~n th~ng vi d~i ciia 4.0
dan tQc ta ?

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Dien bien chien thanK song Bach Dang 938

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di truySn t~ bao, VI sinh, enZIm ... , giup con nguai thvc hi~n thanh

cong cUQc "Cach m"mg xanh", gop ph~n giai quy~t nl;ln d6i va chua 0.5

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- Trieu t~p HQi ~ghi hQ'P nhat cac to chirc Cong san thanh l~p 1 0

DCS Vi~t Nam dau nam 1930,... .

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- Ho Chi Minh rai Pac Bo (Cao Bang) ve Tuyen Quang, xay dlJllg Tan 05

Trio thanh trung tam chi dl;lOcach ml;lng

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Th~ng IQ'inay con c6 vU nhiin diin cac nu6c thuQc dia, ph\l thuQc tren 1.0

the gi6i dftu tranh, ....

Cau 3 Neu khai quat nhfing Sl}'ki~n Iich sir tieu bi~u va gan li~n vOi vai

tro Hinh d~o ciia Nguy~n Ai QuAc -

Ha

Chi Minh trong ti~n trinh

each mang Vi~t Nam 1930 - 1945. Trong do, sl}' ki~n nao du'crc 6.0

danh gia Ia sir klenvi dai tron__g_lich sir dan !2_c?Visao?

B. Lieh

su

The giOi 5.0

Cau 4 Nhfrng thanh tl}'Uciia cUQc each m~ng khoa hQc -

ky

thu~t tir sau

chi~n tranh th~ giOi thu- hai d~n nay? Tac dQng ciia no dBi vOi diri 5.0

s8ng xi hoi va con nglfiri ?

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------------------------------_----------------------------------------_._- --------- ---------

Đề thi - Đáp án HSG Lịch Sử lớp 9. Năm học 2018-2019

<i>sa</i>

GIA.ODVC

T

BENTRE

D:E

cHiNa Tude

DE TID CHON HOC SINH GIGI

cAp

TINH LOP

TRUNG HOC Co

<i>sa -</i>

NA.MHOC 2018 - 2019

Mon: LJCHSU

thi:

Thiri gian : 150 ph"t (khong k~

d~)

.

A. Lich sir Vi~t Nam: (15.0 di~m)

Can

<i>1. (4</i>

<i>.</i>

<i>0 diem)</i>

Trin? bay di~n bien t

r

an quyet chien cua ta tren song Bach Ding nam 938

.

Vi

sao n6i: Thang IQ'inay lelmot chien thang vi dai cua dan tQc ta ?

Can 2.

<i>(5.0 diem}</i>

Vi sao cac quan lai, sl phu dua ra nhtrng dS nghi cai each duy tan vao mra cu6i

thS ki XIX ? Em c6 nhan xet gi vS nhtrng dS xuit cai each d6 ?

Can 3.

<i>(6.0 di</i>

<i>d</i>

<i>m</i>

<i>)</i>

Neu khai quat nhfrng

kien lich sir tieu bieu vel g~n liSn voi vai tro lanh dao

cua Nguyen Ai Quoc (H6 Chi Minh

)

trong tiSn trinh each mang Viet Nam 1930-1945.

Trong d6

,

kien nao dircc danh gia la

kien vi dai trong lich sir dan tQc ? Vi sao?

B. Ljch sir Th~ gi6i: (5.0 di~m)

Can 4.

<i>(5.0 di€m)</i>

Nhtrng thanh nru cua cuoc each mang khoa h9C - ky thu~t tU sau ehi~n tranh thS

gim thu hai dSn nay? Tae dQng eua n6 d6i vai dai s6ng xa hQi va eon nguai ?

<i>---sa</i>

HUONG DAN

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