2022-2023学年湖北省襄阳市高考数学仿真测试模拟试卷（二模）有答案

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2022
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7

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ñᦪöḄ÷ᐳøñᦪḄᭆùᓽYr.ூû௃(l+2i)z=-+—i=1ᵫü2211-2/12.z=---=----=----1ᡠý1+2/555,ᡠý55,ᦑ⌱C2.Cூᑖ᪆௃nN={0,1,2,3},ᓽூ௃ᵫ⚪2F2=24ᵫlog8

9ᵫ⚪9&ᦪᑡ:%<='(ᦪᑡ&>'(ᦪᑡḄ,(q(gw°),ᑣS,M=%+஺2+%+…%+%+1=%+93+/+஺3+…R)=%+S,,ᡠTᙠ2=᜛&WSm=%+'s&&&ᓽᐙᑖឋᡂ]^_TᙠXeR,WS,,+i=6+'',3e4=1,ᓽS"|=4+S“&3஺“+1=%,jk=°,34&=°,lmᦪᑡ:""ᙊ┵Ḅt☢vwr,ᙊ┵Ḅxyz/,ᵫᐔ/=2ᐔᔆ&/=2r,S=nr~+ᐔ•2r=3nr2=3ᐔ,ᡠᡝ=1,=1^ᡠᙊ┵Ḅ|஻=:=ஹ22-f=V=-nr'h=—nxl2x■ᐔᡠᙊ┵Ḅ333.ᦑ⌱C.5.Dூᑖ᪆௃ᐜᦪ/(')Ḅ᪆-&}ᑨᦪ/(X)Ḅ{^=/5/0\Ḅ¡Ḅᐵ£ூ௃ᵫ3¤/=/&T=K,ᑣ&=2,ᡠ/G)=^sin(2x+9).4ᫀ62⚓&ᐳ20⚓

10f(x)=V2sinf2x+y2x—4-^9=—+eZ)1^1<—(p=—ᵫ12%2I4◍2,y3,ᡠ571ᦪy=&sin2xḄᔣ¯°±nᓫ³z´&ᡠµ¶Ḅᦪ᪆-2(V1=V2sinf2x-=>/2sinf2x+y'j=f(x)y=A/2sin,ᡠD¹º.ᦑ⌱D6.Aூᑖ᪆௃᪷½¾AḄᙶ᪗஺&ᵫlÁᱥyḄᯖ¾ᙶ᪗.ூ௃Ä⚪9AÅ2L2ÇᙠÁᱥyy=*0ÇÉ&-2=ax22=>a=ߟߟᡠ2,_L22_y=x=2ᡠ2L2P=2>=>ᦑ22,ËÁᱥyÌÍᔣÎ&ᡠÁᱥyḄᯖ¾ᙶ᪗I2Ïᦑ⌱A7.Cூᑖ᪆௃_71_7Uজ᪷½Óᦪᑨ'7/ᐸ▬ÖÓᦪ×ḄØÙ&ÚÛº$/ÅXÇᙠ“ÜḄ▬ÖḄᓫÝឋঝ᪷½µßḄ$%_/ÅxÇ+/Å2a-xÇ=25,ᑣS&6Ç/ÅxÇḄµß&àᐭâã:ঞ/ÅxÇḄå¾ᓽy=xj=sin2xḄæ¾&çᑖ᪆^টᑭᵨÓᦪ/GÇḄᓫÝ⌴êë¡&ᑨḄ×.ூ௃fÅxÇ=x+cos—4-2x=x-sin2x4ᫀ63⚓&ᐳ20⚓

11জ/x)=l-2cos2-‘=1-200î)=12ᓝ0,j(0ðm,/ᐔᐔஹ_/(x)<0J(x)ᓫÝ⌴ñ&j"(&/m&/(x)>0J(x)ᓫÝ⌴ê&ᡠ"n="x)Ḅ᩽ó×¾&ᦑô⌱⚗õö¹º^7171ᡠ/(X)Ḅçᐵ¾12'2)µß&÷lô⌱⚗õö¹º^ঞð/(x)=x-sin2x=0nx=sin2x,ᦪy=xj=sin2xᙠønùᙶ᪗£ᑁḄçট/")=1-2COS2X,j/'(X)N0m,ᑣᨵIT57rJr5Jicos2x<—=2k7r-\——<2x<2üIH-----(keZ)=>/cji+—

12ூ>5௃@ABᙠDEFា#$5ᑖᨵ-H'(+,)ᳫᡂJᨵ-./0$ᑖKᭆ᳛=F,+,)ᳫᡂJᨵ2./0$ᑖᑖ/0$ᑖᙠ✌P1ᙠ✌P71769506?56=(CYC+CCY)(—)4(\)3=*p=q+A=+=-bKᭆ᳛33cᡠ4ᭆ᳛363635.ᦑ⌱B.⚪,⌕ὃhijḄᭆ᳛᪗⚪lᨵmnopὃhᦪrst1ᦪruvḄ᪶xyz.9.AC᪷|⊤~FḄᦪ|64$ᵱஹ᝕ᚪḄᭆ᳛Ḅ,᪷|”4.762>3.841,6ᑨCஹD⌱⚗ூ>5௃30_3⌱⚗A,@r᪥ᵱᚪḄᭆ᳛Ḅ\£ᦑAY4043--------->\⌱⚗B,@r᪥᝕ᚪḄᭆ᳛Ḅ40+1055,ᦑB┯Yᵫka4.762>3,841ᡠᨵ95%Ḅᵱஹ᝕@ᚪḄ¡¢ᨵ£¤ᦑC,D┯ᦑ⌱AC⚪ὃh¥Ḅuᵨὃhᵫ§ᦪ|4ᭆ᳛Ḅ10.BCD᪷|¨ᦪḄឋª᜻ᏔឋḄ®1ᕜ°Ḅ®⌲⚗ᑨᓽ645.ூ>5௃A1g´7µ/G)-^/0)=2021,/(-1)=2021AF¨ᦪ‘I»ᨵ''",ᡠ/(-x)=-/(x)ឤᡂÀᑣ¨ᦪ/(X)Ã᜻¨ᦪᡠAYBF¨ᦪ/('),Äx᦮ᦪᑣTÇÃ᦮ᦪᑣᨵ/(X)=஻-X)=2021,Äx᦮ᦪᑣ-xÇ᦮ᦪᑣᨵ/(x)=஻-x)=°,8ᫀ:5⚓ᐳ20⚓

13Ê6$/ËrÌ=/Ëx
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ᑣ.ö=Ë2,-4>Ë4+3cosa3sine_4Ì=6cosO-12sine+24ᡠ750PA=6÷3Ë஺+9
+24,ᡠP஺•öḄᨬÓ24-6ñᡠcYëP,C,&2úᐳíKû,ð/ü=4a+3,ᡠý┯;ᦑ⌱ABC.8ᫀ:6⚓ᐳ20⚓

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c,ᑭᵨᓃ:ḄIKᓭ!:"ᩞ=/A-PBN='8-$%."()D,ᑖ,-881,ḄE,F,᪀⌼0123-E8CN,ᐸ256᜜ᳫḄ9:(;25Ḅ0(;ᳫḄ⊤☢=ூ?)௃᝞B,ᙠE12"8CD-44CQ4FCD,,ᵫN,Pᑖ,CQḄᡠECB//PN,Gᵫ$஻/ᵪᡠL48//PN,ᡠL4,B,N,PMᐳ☢ᓽ஺P4QᔠB,N,P,஺Mᐳ☢ᦑ⌱⚗AEVWp஺"6,஺A4Ḅᵫ3°஻4G,4G//MN,ᡠEPQ஻“N,ᵫP0C☢MNu☢avw,ᡠL3°஻☢8MMᦑ⌱⚗BEVWaYDM,DஹB,ᵫHRM஻BN,Zᫀ\7⚓ᐳ20⚓

15UU,ஹ/`᪶bMcdffliM-PBN=/R-PBN=V8-q/W=1X'x]x]x2ᡠLJᦑ⌱⚗cEVWᑖ,-M"AḄ£•,3᪀⌼012M4DRE8CN,ᑣC,M,B,NMḄᳫᓽs012M/DRE8CNḄ᜜ᳫtᡠ(᜜ᳫḄ9:s2R,ᑣ012MADF-EBCNḄ25ᓽsᡠ(ḄᳫḄ9:ᓽ2R^=AB2+BC2+CN2=4+4+\=9ᡠLC,M,B,NMḄᳫḄ⊤☢=s4uv=9%ᦑ⌱⚗D┯{.ᦑ⌱|ABC13.2Kூᑖ᪆௃᪷ᦪ=Ḅᙶ᪗⊤sᐵḄᦪᐵ(ᐸᨬᓽ.ூ?)௃--=t+2t+—-=3t+—3fH—22/3t.-=2Nᵫtt,ᵫᦑ''',3/;⌭,ᓽ3-ᨬ.ᦑZᫀs.2Zᫀ\8⚓ᐳ20⚓

1614.36ூᑖ᪆௃᪷ᦪḄ¡¢஻=/'(°)T°,Of)'”¨©ªḄ«⚗s|¬♦•(®1)'•/,᪷(1+x+x?X1®X)"'=(1-X)"'+x(l-Y(1®¶)”>ᑖ᪆⚗Ḅᦪ.ூ?)௃ᵫᦪ/*)Ḅ)᪆ª/'(x)=l°-3sinx,ᑣ¼(0)=10ᵫ⚪¡"/"(0)=10,ᑣ⚗ª(1+*+1)0-x)"=(1+x+/X1-x)'°=(1-x)‘°+x0-x)'°+/(1-x)”(IÀ¨©ªḄ«⚗s|&=/.——iyzᡠLÄÅ⚗ḄᦪsC>(T)2+C>(T)'+C>(-1)°=4570+1=36ᦑ36.O2ᨴ15.3##3ூᑖ᪆௃ᐜᵫᯖᑮÍÎḄÏÐ(;Ñ:ÒᑭᵨÓᙊÕÖ஺᜜Ḅᑮ஺=26,ᓽ(;Ð×᳛ூ?)௃Zᫀ\9⚓ᐳ20⚓

17ᵫ⚪¡Ù|ÍÎ1Ús'®Û£',ᵫᯖᨴ(c°),C2=a2b\ᑣᙊḄÑ:s+b—ca=b,GÓᙊÕÖ°ÜḄc_F_I__2Þᦑc=26,Ð×᳛s஺×32>/3ᦑZᫀs.ßn16.2(2"+1)2550ூᑖ᪆௃,1111ஹz<7~b=—I—(-----------)᦮ᳮ|242஻-12஻+1,᪷ã⚗äåæᑖç(æᑖ,(S7r஻(஻+l)R=---n:sTJ+l""2஻+l,"2(2஻+l),ᑖ᪆5""2,é஻Ḅ᜻ᏔVC".ூ?)௃,n2n22n211ஹ11,11ஹì⚪¡஻஻-2஻-1+24«2-1~242/2-12஻+1,ᑣS”®ᓅ=®+4+…+%)_(4+8+…+")=(1_4)+(஺2_ò2)+…+&_4)n11.A1ஹ11nnn(n+1)rZ1+•••+(•)]=2n—\2n+1r2(2஻+1)2n+lZᫀ\10⚓ᐳ20⚓

18F]77R“=(%-4)+(%d)+…+(஺“-4)®õ=ö--R22(2஻+1)111212஻஻+i—————I-------<------<——

19BfcosC=—/.2ccosC=p,4,@a2+b2-c2i/2+9-361ᙠA/8Cᵫᳮ%Dlab~6a-4,9%஺=6(GHIJ)ᓽBC=6ফcosC=-sinC=—9:...4,((0,M),4,NᫀP11⚓ᐳ20⚓

20CBsinC=ABBEஹi---=---=2S<”=XSw04EYᑖNBAC,[.ACCE,ᡠ(""3"ᵫsḄ'S'BC++•/£>Y8CZḄ$2",Q_c3_19[_3[.'"DE~J"DC_*\/£C—T*\/8C—TX~—-~o-..o04819018.(1)3,62.5ফ4.1ூᑖ᪆௃(1)᪷⚣᳛cdefᦪஹ"ᙳᦪḄjckᓽ7:ফᑭᵨl᝱n$ḄopឋP(49]79545=Q8186ᵫ⚪{:X~8(5,0.8186)£(^)=5x0.8186-4.119.(1)=2஻-l-189.(2)ூᑖ᪆௃(1)ckᵨᦪᑡḄ9dᓽ7(2)ᐜS",ᯠ[ᵨjᓽ79.ூ9௃NᫀP12⚓ᐳ20⚓

21,S=(4+%>5_25:25প,$22.a=5yQḄ¡42%Ḅ¢⚗.+d=q.%%=q+2d=546=%•a5n(%+d)=a\(q+4d)(d*0)[q=1Jd=09%[d=2bi=5(IJ)Q஻=1+(஻-1)x2=2஻-1S.="+£¤2=஻2(2)2⚪“+%=/஻¦+&2=("I/¨©ª«%4+2_4=("+1)2-஻2=2/2+1ᡠ(ᨵbzo-%=2x18+1⌲D3=2x16+1¯D᝞=2x14+1b-b=2x2+142(±9²©³ª%%-4=2x(18+16+14+12+…+4+2)+9(182)X9=2X1+9=1892:.b-b=-(b-b)=-lS92202a2NᫀP13⚓ᐳ20⚓

22⚪´ᵨµᦪᑡ%j᝞¶⌴¸¹©d©Y:“ᵪD“"=/஻ᡈ¦=«“+/஻ᑣ7ᑭᵨj.¼=120.1
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ᙠØ2ªᵫ~2,PB=213,PA=2,ᡠ(N8=4.ᵫ~”¡"8ḄÂᡠ(8M=PM=2.ᙠØBMC3,BM=2,BC=4,ᵫᳮᨵCM=2ᡠ(8M'CM?=8஺2,ᡠ(N8LCM.ᙠØPA/CPM=2,CM=20,PC=4,^^PC2=CM2+PM21ᡠ(PWCM._ABClPM=M,ᡠ(CM_L"☢Á45.ᵫ~CMu"☢PCM,ᡠ("☢ÁCM_L"☢P/8.2
᝞e(ÂMYᙶ᪗ÅÂÆǼÈc!ᙶ᪗Éᨵ,00,0,0CG2G,OZ
^4,273,0ÁÚ,0,z,N^,2Ö,0ᑘ€[0,4]
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23"☢PMDḄD²jᔣY'”=Þßàc$ÁNÊ"☢PA/Z
ᡠᡂ!Y஺.ᙠMABabzcᘂefuPM=2,%â=T,ᡠ(ÁT&6.m-MP=Oᵫ~=T஺,ä,å=᜜4,2ᨴ,0)m-MD=0ᡠ(×"2vè)sin0=cos(m,PN)=————''m-PNᵫ~⊈=1D42äD¹,2>/2->//l2-22+168,ᡠ(%ᑖ-l(U+16=0,ᡠ(X=2ᡈ2=8(I).CN,⚪ὃë☢☢ᚖcḄ½¾$☢!Ḅjᔣ9ὃë¼ÈíîïÊ9ï¡᫏⚪.⚪Pvᡂñ9⚪Ḅᐵò¡ÆÇᙶ᪗É᪷᪷ÑÒᐵÉ%ᔤ1'°'”
tu%"☢Á⊈ḄD²jᔣY"""2'I
—>—>=⌭ᵫ=(1-,2g,-G)sin^cos89ᓽ7%Nᫀ.\/,õöø+ù=121.1
432
½¾9᪆ூᑖ᪆௃NᫀP15⚓ᐳ20⚓

24(1)ஹᑭᵨú{ᩩüᑡd}9“ýu%ᑮþᙊ᪗;(2)ஹ47ஹḄᙊὶ"ஹNᙶ᪗Ḅᑖ᪆ᦑ!(1,0),%&'ᨴ0VḄᕜ+,-.(1)_C_1a2,a=2c,b=>Ja2—c2=y/3c,C—y+b2—1(47>/>>0)!--------27=1,••ᙊ஺I294c212c,a=22.J-2yi=W="3,AᙊcḄ᪗,43.ফCDEFGH:ᵫ⚪LMNO(E2,0),4(2,0),7(4,P),Na,%),,y=~(x+^)ATy=~(x~^)47TḄ,6,Ḅ,2y=F(x+2),OὶV14+3’M(27+ᔆ)x-+4/x+4ᔆ-108=0,ஹ4/2-10854-2/-2-x.=---------X.=-----------M27+r,ᡠ]27+r,=-(%,+2)=-,+2=-^“'I-aᑣc6E)6127+-)27+d,ᦑெ27+/27+/y=-(x-2),rJ?E1/ஹஹஹஹஹ-4/-122t2-6.43E’MG+ᔆh-ᵫx+4f-12=0,M"3+dᡠ]jE3+kᵫ_6t2d-6X6t-T-TN3,ᦑ3+/'3+/lᫀn16⚓ᐳ20⚓

2518/6t-------------1-----------k=27+/3+d6f=MN-54-2j2d-6-t2-9ᡠ]27+t23+t26t.6(2/2-6ᦑMNḄ,r3+dE3+/ᓽfH±3,ᦑḄv!(1,0),ᡠ]AFMVḄᕜ+,-8.wr=±3xI2)I2JᡈI2)I2),MNMNzᙊḄ{|,ᯖ!(L°),x4ᨴḄᕜ+,-4“=8,M'ᨴWNḄᕜ+,-8.CDAFwW᳛ᙠxᐸ,Fy++m,y=kx+m,(3+4%2h2+8kmx+4/n2-12=0ᵫShn_4m2-12M(P),N&,%),ᑣᨵᓰ+=EAᐙ**=3+4,A.M:y=-^—(x+2)y=-^-+2,x=4,+2,AN:y=^-(x-2)y=^-jA2-4-2,x=4,஽-2,ᡠ]᳝+2஽-2,x2,y2_i%_3(x+2)33(x,+2)2---1---=1-----=----------------=---------ᵫ43X-24yx+24y22t2ᡠ](c+2)G+2)+4(g+(2+5)=0,ᓽ(4+1)᳝஽+(2+4km)(x+x)+4஻?2+4=0t2ᓄ-2kxm+k)=0nm=2kᡈᔙ-k.=2%x"Nv!4(-2,0)()ᡠ]=_%,ᓽḄ,P=MxT),v!(L°).w"NḄ᳛ᙠxᐸ,Fx=t,3%E,-3.__1_¡(Jᨵ᳝=ᔛ=’,=E%£ᐭ᳝+2x2-2f+2t-2lᫀn17⚓ᐳ20⚓

26x=l¥v!¦1°§,ᡠ¨MNEᙊḄ©ᯖ!ᦑ3ªḄḄᕜ+,-4“=8.CDjFwM«¬ᙊḄ⚔!ᑣx஻¦°G§,4“/F®=4¯°¬!74,3ᢚᑣḄ,§E²”/83®N-------ὶᙊMF15X2-54X+48=0,ᑣMNI55,᧕N"NᙊḄ©ᯖ!/1,0
,xAFMNḄᕜ+,-4“=8,µ¶·&¸¹"Ḅᕜ+,-ᑣºVᙊḄ©ᯖ!.GH᝞¼F½⚪LMNḄ᳛,0,MNḄ,x=1+¾£ᐭᙊF¿ஹ4§☢+6*9=0,E6E9M¦Á,P§,q,%,ᑣP+%P%=W74.AM:y=—x+2
y=—^-L-X.+2,x=4,.᳝+2,AN:y=-^—x-2
y=2Ex2,x=4,x2,6M_2%=2[3"Â-2§E,¦%+2§]=2[2Ã%-3¦Ä+%§]ᵫ¬Xi+2X—2¦X1+2§xz-2§¦ᑁ+2§®2-2§2-9r-6m22"zxF5------3x--——3+43"+4=0xi+2§஺2-2
ᡠ]4M4NḄ°!ᙠ/È=4ᓽvFx=4Ḅ!TᡠÉḄÊᩩÌTA?ᑖÍᙊ¯°ᡠḄÊ!MஹN᪀ᡂḄMNEᙊḄ©ᯖ!,ᦑ4ªÐᜐḄᕜ+,-4஻=8.22.l
஻x§ᙠ¦L+8§Ò⌕EÔ᩽-!ᓽ᩽Ö-!×2
GHØC᪆lᫀn18⚓ᐳ20⚓

27ூᑖ᪆௃(1)ÙᦪḄÛᦪᑨÝᐸÞßà!ᙠᳮᑨÝÙᦪḄᓫãឋlᫀ×YA(x)=eA11--------(2)ÙᦪḄÛᦪ᪀⌼Ùᦪæ-1,ᑨÝᐸÞßçèéÙᦪᓫãឋê/(x)=-----lnx+In((7+1)00&éÙᦪḄᨬÖ-E1,ᦑMìíᡂîïᓄ,ðñLx>l,—-----lnx+ln(6f+1)>—0”,᪀⌼ÙᦪᑭᵨᐸᓫãឋᓽMGHôõ.পx-lef(x)=-------lnx+ln2w஺=1xxeFB1(x-DC-J—)MX--21-xL=----ᑣX,X1᝞ªªEöᑣc)=eᙠ0+8)z÷Ùᦪ,wXfl*xe(2)=e-2>0.ᡠ]ᙠe(l2),ø᜛(x0)=0,wxe஺c)x*(x)<0,¡ij/'(x)<0,ᓽ/(x)ᙠ(1)ᓫã⌴û,wX€(X0,+8)x(p(x)>0ᑣf'(x)>0,ᓽ/(x)ᙠ(1/)ᓫã⌴÷,)ᡠ]/(X)ᙠ&+8)Ò⌕EÔ᩽-!ᓽ᩽Ö-!×ফeFB1(x-l)(e'-fl-r«=È=--------GHFᵫXXX,x1A(x)=eAa--------h(x)=e'—1---------------ü+8ஹX—1,ᑣx-1ᙠö+ᑗ)z÷Ùᦪ/ஹa>-^—h(a+\)=e-1-—>0wXfl+xh(x)fr,ᵫ¬e-1,ᡠ]a,h(x)=e^a^-=0nᡠ]ᙠஹ஺€(1"+1),øx0-l,wxe(lx஺)xh(x)<0ᑣ/'(x)<0,ᓽ/(x)ᙠ(1%)ᓫã⌴û,>lᫀn19⚓ᐳ20⚓

28wX€(Xo+oO)஻()>0,ᑣ/'(x)>0,ᓽ/(x)ᙠ(1%)ᓫ⌴_/(x)=------lnx+ln(a+l)(a>0)rvᦑx-x஺&'ᦪXḄ᩽+,-.&ᨬ+,-,“X)>/(x)=------lnr+In(a+1)00ᑣ2,+-"=7()ᓽEFGHIx>lx1)Ta1-lnx>—-ln(a+l)()ᓽEFGHIx>lXjj-lag(x)=K-L-lnxᑣ7x-11nxᙠ°+8)ᓫ⌴:,Mx-lᵫB/e(l,a+l),ᡠDg(x())>g(a+l),----lnx.>——In(a+1)(ᦑx0-la,f(x)>—ᦑGHIX>1,a.P⚪ὃSTᑭᵨWᦪᑨY'ᦪḄ᩽,-ḄZᦪD[E\]^_ᡂaḄᡂbcᔠឋfg⌕ijklWᑭᵨWᦪᑨY'ᦪḄᓫឋD[l'ᦪᨬ,mnḄᐵp&᪷r'ᦪᡈWᦪḄᱯ-᪀⌼'ᦪwxy-zᙠ{ᳮᑨYWᦪ}~l'ᦪḄᨬ,ᑭᵨ'ᦪᨬ,wxE\]^_ᡂa.nᫀ20⚓ᐳ20⚓