江苏数学高考命题的研究和预测

[email protected]

1201122011

160

14

58

911

1214

15

16

17

18

19

20

18

16

10.21

2.02

11.2

11.18

9.2

7.39

3.18

2.2

91.2

0.9

0.8

0.68

0.13

0.8

0.8

0.66

0.47

0.2

0.14

0.57

10734103

1458911 1214

151617181920

Sheet1

2008()2009()2010()2011()

1

2

3

4

5

6

7

8

9

10

11

12

13

14

15

16

17

18

19

20

21(B)

21(C)

22

23

Sheet2

2008200920102011

451151511410

()81410391015511141528111220

()17203020162016171930

()15451013107910

()151415141723241514

()5131025105

()1514

()10514585135

()191617232419162016

()115125

()1916

()81210

()16222416141614162224

()9595

()18161816

()12513565

()221018161816

()2610561034105610

()2210

75757545

35152535

23102310

22180221802218022180

Sheet3

20082009201020112008200920102011

14.50%14.50%14.50%29%52.70%52.70%52.70%106%

418%418%418%627%4022%3117%3117%5028%

29%29%418%313.60%1911%1911%3419%2413.30%

29%14.50%14.50%14.50%106%52.70%147.77%52.70%

29%313.60%29%29%2112%2916.10%2112%2112%

14.50%14.50%14.50%00%52.70%168.88%52.70%00%

29%313.60%14.50%29%2413%2413.30%147.77%2413%

313.60%313.60%313.60%14.50%2614.40%3117.00%2614.40%168.88%

218%29%313.60%29%106%106%2011.10%106%

313.60%29%29%313.60%2011.10%106%106%2011.10%

22222222180180180180

Sheet3

0.0450.0450.0450.09

0.180.180.180.27

0.090.090.180.136

0.090.0450.0450.045

0.090.1360.090.09

0.0450.0450.0450

0.090.1360.0450.09

0.1360.1360.1360.045

0.180.090.1360.09

0.1360.090.090.136

2008

2009

2010

2011

0.0450.180.090.090.090.0450.090.1360.180.136

0.0450.180.090.0450.1360.0450.1360.1360.090.09

0.0450.180.180.0450.090.0450.0450.1360.1360.09

0.090.270.1360.0450.0900.090.0450.090.136

50.02750.02750.027100.055

400.22310.172310.17500.2777

190.105190.11340.1888240.133

100.05550.027140.077750.027

210.1166290.161210.1166210.12

50.027160.088850.02700

240.133240.133140.0777240.133

260.144310.17260.144160.0888

100.06100.06200.111100.06

200.111100.06100.055200.111

2008

2009

2010

2011

540191021524261020

0.0270.220.1050.0550.11660.0270.1330.1440.060.111

531195291624311010

0.0270.1720.110.0270.1610.08880.1330.170.060.06

531341421514262010

0.0270.170.18880.07770.11660.0270.07770.1440.1110.055

105024521024161020

0.0550.27770.1330.0270.1200.1330.08880.060.111

2012: ()

1

2

3Ceq \f(x2,4)eq \f(y2,m)1(m0)2________

4

n

_____

5

EMBED Equation.DSMT4

lm

lm lm

lm

_1234567907.unknown

_1397643359.unknown

_1397881880.unknown

_1397881945.unknown

_1397881969.unknown

_1397881912.unknown

_1397719872.unknown

_1397643170.unknown

_1397643330.unknown

_1234567908.unknown

_1234567903.unknown

_1234567905.unknown

_1234567906.unknown

_1234567904.unknown

_1234567901.unknown

_1234567902.unknown

_1234567899.unknown

15

2abcA{12345}aa5________

3f(x)sin xxRg(x)f(x)eq \b\lc\(\rc\)(\a\vs4\al\co1(\f(,4)0))[0,2]f(x)g(x)x

4

5

1

________

6ABCEFACAB

t

t

7

.

3

9

7

3

3

2

1

0

8

9

9

8

_1396120073.unknown

_1397900380.unknown

_1397900633.unknown

_1398061923.unknown

_1398404241.unknown

_1398404417.unknown

_1398404507.unknown

_1398404552.unknown

_1398404691.unknown

_1398404490.unknown

_1398404326.unknown

_1398404103.unknown

_1398404192.unknown

_1398403950.unknown

_1397900782.unknown

_1397900783.unknown

_1397900661.unknown

_1397900466.unknown

_1397900546.unknown

_1397900583.unknown

_1397900525.unknown

_1397900424.unknown

_1397900444.unknown

_1397900398.unknown

_1397642259.unknown

_1397642274.unknown

_1397642281.unknown

_1397642269.unknown

_1397111553.unknown

_1397111609.unknown

_1396120086.unknown

_1395428695.unknown

_1395429225.unknown

_1396120021.unknown

_1396120049.unknown

_1396120001.unknown

_1395428754.unknown

_1395429121.unknown

_1395428714.unknown

_1369050565.unknown

_1392050821.unknown

_1395428649.unknown

_1392050820.unknown

_1369050476.unknown

_1369050552.unknown

_1369050425.unknown

1


2, A, B, CO, COBAO D

mn

BAD

3

m1

f(x)

f(0)=0x=0

01

_1397737262.unknown

_1397901153.unknown

_1397901667.unknown

_1398066149.unknown

_1398066307.unknown

_1398066377.unknown

_1398066563.unknown

_1398066822.unknown

_1398492508.unknown

_1398066571.unknown

_1398066478.unknown

_1398066322.unknown

_1398066268.unknown

_1398066284.unknown

_1398066242.unknown

_1397901796.unknown

_1397923319.unknown

_1397901795.unknown

_1397901368.unknown

_1397901586.unknown

_1397901636.unknown

_1397901387.unknown

_1397901271.unknown

_1397901314.unknown

_1397901270.unknown

_1397900953.unknown

_1397900994.unknown

_1397901073.unknown

_1397900974.unknown

_1397900846.unknown

_1397900866.unknown

_1397900819.unknown

_1397653565.unknown

_1397736822.unknown

_1397736865.unknown

_1397736891.unknown

_1397736846.unknown

_1397653602.unknown

_1397653611.unknown

_1397653582.unknown

_1397653494.unknown

_1397653523.unknown

_1397653543.unknown

_1397653505.unknown

_1234567981.unknown

_1396703621.unknown

_1234567979.unknown

1ABCABCabc

1A

2

BCAM

1

A

2AMBC

ABM

ACM

2

1

2

3a(sinx,1)b(1cosx)f(x)abf(x)f(x)

1F(x)f(x)f(x)f 2(x)

2f(x)2f(x)eq \f(1sin2x,cos2xsinxcosx)

4 ABCABCabc

1A

2

BC

_1397978442.unknown

_1397978814.unknown

_1397979209.unknown

_1397979520.unknown

_1397979778.unknown

_1397979907.unknown

_1397979944.unknown

_1397979815.unknown

_1397979763.unknown

_1397979313.unknown

_1397979349.unknown

_1397979239.unknown

_1397978923.unknown

_1397979024.unknown

_1397978869.unknown

_1397978552.unknown

_1397978672.unknown

_1397978764.unknown

_1397978590.unknown

_1397978538.unknown

_1397978544.unknown

_1397978502.unknown

_1397653637.unknown

_1397653654.unknown

_1397653664.unknown

_1397653646.unknown

_1391187854.unknown

_1391872906.unknown

_1384795588.unknown

1ABDEABCACBCAC=BCABDEBDAEBDBAAE=2BDOMCEAB

1OD//ABC

2EMNONABDEN

2PABCDABCDBAD60QAD

1PAPDPQBPAD

2MPCPMtPCtPAMQB

3ABCDAB2BC EQ \r(,2) ECDBEACMCBEBE

ABDE

1BE

2F

DF

3E

4

HYPERLINK "http://www.shulihua.net"

EMBED Equation.3

.

1

2

3

E

AE

BE

CE

OE

ME

DE

A

B

C

D

F

A

B

C

D

F

E

_1234567985.unknown

_1234567989.unknown

_1234567994.unknown

_1234567996.unknown

_1392112740.unknown

_1392112793.unknown

_1392112836.unknown

_1392112773.unknown

_1234567997.unknown

_1234567995.unknown

_1234567991.unknown

_1234567993.unknown

_1234567990.unknown

_1234567987.unknown

_1234567988.unknown

_1234567986.unknown

_1234567981.unknown

_1234567983.unknown

_1234567984.unknown

_1234567982.unknown

_1234567979.unknown

_1234567980.unknown

_1234567978.unknown

1A4520

B20A

A

C

1v/

2A20E

1

20

/

21ABC

BCAEF

FE

2ABC

AB2BC1

1ABBCCADEFEFAB,

,DEFDEF SDEF

2ABBCCADEFDEFDEFDEF

3ABAaB4aACABC1 kmACDBDDBDC

S

1S

2DAS

41012.7

xR(x)

R(x)eq \b\lc\{\rc\ (\a\vs4\al\co1(10.8\f(1,30)x2 (010) ))

(1)W()x()

(2)()

_1397883463.unknown

_1397883835.unknown

_1397884261.unknown

_1397884400.unknown

_1397884673.unknown

_1397999034.unknown

_1397999079.unknown

_1397884687.unknown

_1397884458.unknown

_1397884293.unknown

_1397884106.unknown

_1397884137.unknown

_1397883910.unknown

_1397883710.unknown

_1397883727.unknown

_1397883565.unknown

_1397654579.unknown

_1397654793.unknown

_1397654822.unknown

_1397654745.unknown

_1359874193.unknown

_1359874218.unknown

_1359874179.unknown

1

ABFC1

1PC1APF

APOP

2MNC1C2yBNBM2MN

1

APF

APOP

2BMkBN2k

BM

BN

MN

MN

MN

ADC2xB

1AC2CBC

2MNC1C2yDNDM4MN

1FC1ACDF

2DMN

3MDNMN

4ACBC

5e

2

PPAPB

1

OPF2

2

3A(1,2)l1x2y70B(2,0)lAMNQMNll1P

(1)A

(2)MN2eq \r(19)l

(3)eq \o(BQ,\s\up6())eq \o(BP,\s\up6())

4C

Fx2y0

1

2MCxABMAMB

5

1

2

PQPQ





EMBED Equation.3

EMBED Equation.3




EMBED Equation.3 EMBED Equation.3

_1386323164.unknown

_1394291042.unknown

_1397885059.unknown

_1397885716.unknown

_1397886085.unknown

_1397886408.unknown

_1398067127.unknown

_1398067163.unknown

_1398067263.unknown

_1398067148.unknown

_1397886444.unknown

_1397886308.unknown

_1397886375.unknown

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_1397885930.unknown

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_1397885968.unknown

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_1397885738.unknown

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_1397885487.unknown

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_1397885345.unknown

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_1397885254.unknown

_1397885209.unknown

_1396959163.unknown

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_1397884945.unknown

_1397039562.unknown

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_1396958172.unknown

_1394291048.unknown

_1387887424.unknown

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_1394290970.unknown

_1394291025.unknown

_1392116190.unknown

_1390124917.unknown

_1390124930.unknown

_1387887648.unknown

_1386323364.unknown

_1386406400.unknown

_1386521758.unknown

_1386406372.unknown

_1386323307.unknown

_1386323316.unknown

_1386323218.unknown

_1361647454.unknown

_1386322908.unknown

_1386322929.unknown

_1386323118.unknown

_1386322911.unknown

_1361647457.unknown

_1361647458.unknown

_1361647456.unknown

_1234568084.unknown

_1234568086.unknown

_1234568090.unknown

_1234568085.unknown

_1234568082.unknown

_1234568083.unknown

_1234568081.unknown

1

1

2

m

t

1

2

m

*

1

*

2

1

2

3

1

2

_1394630265.unknown

_1397886736.unknown

_1397887644.unknown

_1397888179.unknown

_1397888510.unknown

_1397888793.unknown

_1397888867.unknown

_1397888913.unknown

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_1397888364.unknown

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_1397888238.unknown

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_1397888188.unknown

_1397887894.unknown

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_1397888156.unknown

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_1397887709.unknown

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_1397887687.unknown

_1397887147.unknown

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_1397887469.unknown

_1397887289.unknown

_1397887401.unknown

_1397887179.unknown

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_1397887029.unknown

_1397886976.unknown

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_1397886929.unknown

_1394687969.unknown

_1397652173.unknown

_1397652396.unknown

_1397882051.unknown

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_1397652418.unknown

_1397652310.unknown

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_1397649386.unknown

_1397652074.unknown

_1397652094.unknown

_1397649414.unknown

_1397648871.unknown

_1397648945.unknown

_1397648850.unknown

_1394630274.unknown

_1394630280.unknown

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_1394632733.unknown

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_1394630267.unknown

_1365958349.unknown

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_1394630258.unknown

_1394630250.unknown

_1394630251.unknown

_1368616713.unknown

_1365958780.unknown

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_1366017556.unknown

_1365958788.unknown

_1365958673.unknown

_1365958684.unknown

_1365958535.unknown

_1328983367.unknown

_1365957964.unknown

_1365958139.unknown

_1365958289.unknown

_1365957985.unknown

_1331113270.unknown

_1365957659.unknown

_1331113227.unknown

_1328191551.unknown

_1328191640.unknown

_1328191783.unknown

_1328191583.unknown

_1297105995.unknown

_1297106019.unknown

_1297105977.unknown

1

n

1

2

S13

n

1

2

2

S13

k

2

.

1

2

.

3

1

2

3

4

.

1

2

1

3

(

1

2

)

.

5P1(x1y1)P2(x2y2)Pn(xnyn)nPny3xeq \f(13,4)Pneq \f(5,2)1{xn}

(1)Pn

(2)c1c2c3cnxncnPnDn(0n21)cnDnkn

eq \f(1,k1k2)eq \f(1,k2k3)eq \f(1,kn1kn)

(3)Seq \b\lc\{\rc\}(\a\vs4\al\co1(x|x2xnnN*))T{y|y4ynnN*}{an}anSTa1ST265

Documents

江苏数学高考命题的 研究和预测

江苏数学高考命题的研究和预测