Bài giảng sbatreo_DE THI DAI HOC

danghon de cua tui chi co !cacbandungngacnhien... caccanhconlaikhongquamot tinhthetichlonnhatcuatudiennay tinhdodaiduongphangiachatuAxuongBC CAU5: 1.

danghon de cua tui chi co !cacbandungngacnhien.

tuichuccacbanonthitot!…

TRUNG TAM :SBATREO DE THI THU DAI HOC NAM 2011

DE THI CHINH THUC MON : TOAN “KHOI A” THOI GIAN : 180’ CHI DANH CHO HOC SINH KHONG PHAN BAN “KHONG CO SU LUA CHON THONG CAM”

CAU1:chohamso:y= x+2

x−1 ( C)

CAU2:

1. giaiphuongtrinh: √ 14x 3 −12x 2 +7x−6=2x 2 −14x+13

2. giaiphuongtrinh:3sin2x−cos2x=3cosx+9sinx−5

CAU3:

8

2

√x+2

(x−1)5dx

CAU4:

1. chotudienABCdeucanh1.laydiemMthuocABsaocho:

AM= 1

√ 2 .laydiemNthuocACsaochomp(DMN)vuong

xacdinhtoadotamduongtronngoaitieptamgiacABC

CAU5:

1. giaiphuongtrinhsautrentapsophuc:x 4 +1=0

2. chohaihamso:h ( x ) =2011x−2011 1−x −2010;g ( x ) = ( m−1 ) 2011 x −2.2011 − x

+2m+1.timmdehamtich:h ( x ) .g ( x ) coGTNNbangkhongvoimoix∈[0;1]

……….HET………

TRUNG TAM : SBATREO DE THI THU DAI HOC NAM 2011

DE CHINH THUC MON : TOAN “KHOI B “ THOI GIAN :180’ CHI DANH CHO HOC SINH PHAN BAN “KHONG CO SU LUA CHON THONG CAM”

x

(¿¿2−1)−1(Cm)

CAU1:chohamso:y=x4

+m4−2m¿

diemphanbiet

CAU2:

− y3) =3xy

x2

y2

=4

3

− sinx3

√ sinx+ √ cosx =2cos2x

CAU3:

0

π

√tgxdx

timx,ydetamgiacABCvuongcantaiA

1. chotudienABCDcomotcanhlonhon1.

caccanhconlaikhongquamot

tinhthetichlonnhatcuatudiennay

tinhdodaiduongphangiachatuAxuongBC

CAU5:

1. ruigon:A= ( 1+i (1−i)(1+2i) )( 2+3i ) 4−2i)3

2. tinhdientichhinhphanggioihanboicachamso:y= ∣ x 2 −1 ∣ vay= ∣ +5

……….HET………