福建省厦门市2021-2022学年度高一上学期期末考试试题数学【含答案】

《福建省厦门市2021-2022学年度高一上学期期末考试试题数学【含答案】》由会员上传分享，免费在线阅读，更多相关内容在教育资源-天天文库。

ḕ2021.2022ὃ⚪ᦪூᫀ௃ஹᓫ⌱⚪⚪ᐳ8⚪!⚪5ᑖᐳ40ᑖ.ᙠ!⚪()Ḅ+,⌱⚗./ᨵ⚗12ᔠ⚪4⌕6Ḅ.1.89ᔠA={x|x=2஻+l,஻eZ},ᑣHᑡ⌱⚗JKḄ1()A.2GAB,-4GAC.{3}qAD.{0,3}qA2.RST⚪p,tanx>x,ᑣ᜛Ḅᔲ\1()A.0,ytanx>xB.VXGI0,ytanxxD.|},tanx0.63B.i-3334.᝞efgᙠhij1Ḅᙊ0lgP~1jngᢥpq┐sᔣuᒴwᙊᕜyz{wj-rad!s,5sqᑮgM(4,),ᑣx=()01C.D.225.RSᏔᦪ/(x)ᙠ0,+஺)ᓫ⌴"3)=0,ᑣ”x—2)>091()A.{x|-35}

1C.{<-3ᡈ%>3}D.{<-5ᡈx>l}6.ᳮᨵqᵨᦪLt=Al—e-"\ᙠqtᓫminᑁ¡¢Ḅ£¤ᐸ./⊤§◤⌕¡¢Ḅ£4⊤§¡¢᳛.Ꮇ«,¬◤⌕¡¢Ḅ£j200,ᓫ®q/⊤§ᙠq¯ᑁ°¬¡¢Ḅᓫ,ᦪ.RS°¬ᙠ5minᑁ¡¢20,ᓫᑣ4Ḅ±²jIn0.9-0.105,In0.1«-2.303A.0.021B.0.221C.0.461D.0.6617.C,Sᑖ·⊤§,ᡧ¹Ḅᕜº»☢½Hᑡ¾jᨵ¿ᦪÀCSÁ±Ḅ1A.3,1B.5,1C.4,2D.4,3x-ax-2a,x<1,8.RSᦪ=hIាᨵ2,ÄgᑣÅᦪaḄÁ±Ç1—e+஺,ÈÉ1A^x>,0]B.-co,05°lC.[-00,-D.-oo,0]uÑஹÒ⌱⚪⚪ᐳ4⚪!⚪5ᑖᐳ20ᑖ.ᙠ!⚪()Ḅ+,⌱⚗.ᨵÒ,⌱⚗2ᔠ⚪4⌕6ᐰÔ⌱ÀḄÕ5ᑖ⌱ÀÖ×ᐰḄÕ2ᑖᨵ⌱┯ḄÕ0ᑖ.9.RSsin2a=g,ᑣsina+45°±Ú1
BC3Dᓱ333310.RSaeR,ᐵÞxḄ×ßàáâD>oḄ9Ú1x-aA.l,aB.—,lDa,+ooC.-oo,«Ul,-H»D.011.RSa,bwR,ᑣab21Ḅç⌕×ᐙᑖᩩêÚl1)

2A.crb>aB.>8C.a1>—D.a2+b2>212.ᦪy=/(x)ḄeëᐵÞᙶ᪗îgᡂ.Àðe¹Ḅᐙ⌕ᩩê1ᦪy=/(x)j᜻ᦪ°òóÚlôõjᦪ)=/(¯ḄeëᐵÞgö(஺¯)ᡂ.Àðe¹Ḅᐙ⌕ᩩê1ᦪy=/(x+a)-6j᜻2ᦪ.RSᦪg(x)=5---(m>0).()A.8÷=1,ᑣᦪy=g(x)-lj᜻ᦪB.8zn=l,ᑣg(-10)+g(-9)4---+g(9)+g(10)=20C.ᦪg(x)ḄeëçᨵÀð.D.VxeR,g[log(2m)+x]+g[log(2m)-x]<—22úஹûü⚪⚪ᐳ4⚪!⚪5ᑖᐳ20ᑖ.13.ᑏ),ᙠþᓫ⌴Ḅÿᦪ/(x)=____.14.ᦪy=log2(3x—2)+^^=Ḅ.yJ\-X15.ᙠ▭!"#ᓝ%⁚'(“*Ḅ+,ᜧ./”.12345675᧡ᑖᑮ;5᧡ᑖᡠ=ᔊḄ?@"AᢣC□EFG34HIḄ12ᕜK.7LᢈNOP75᧡ᑖQR?@"STUVW400ᜩC□EFGḄZ[\ᙳ^(C□EFᓅ`ᳫ?bc^"EFᓭ`ᳫ?be^).f+xᜩ?C□EFGḄZ[\ᙳ^7,iNOjklᦪmḄ᦮ᳮpᑖ᪆"rᑮystuvwx=23.4393911-sin(0.0172025%),ᑣ12345lḄᜩᦪ(ᑮ0.01)75ḄTT᧡ᑖK"ᑣ42345Ḅ᧡ᑖiK______.(----------«182.624)0.017202516.18815ᦪ•឵./UVenn"ᵨᩭE⊤ᔠ@Ḅᐵ¢.ᐰU=R,ᔠM=^x\x2-2ax+2<0\,N={Wlog2x|ீl}Ḅᐵ¢᝞ᡠ"ᐸ*®I,II᪀ᡂM®H,HI᪀ᡂN.´®I,II,IH⊤Ḅᔠᙳtµ"ᑣ¶ᦪaḄb^¹.

3%ஹ»¼⚪¾⚪ᐳ6N⚪"ᐳ70ᑖ.»¼ᑏÁᦻÃÄ/ஹÅ/kÆᡈÈÉÊË.ÌÍ1117.1<1,/<1"Ïlog.jVl"¶ᦪaḄb^¹.18.ᙠজ/(log23)=sঝᦪ/(X)Ꮤᦪঞ0ᦪy=/(x)-2ḄÖG×Ø2ᩩÚ*⌱12ᩩÚ⊡ᐙᙠÞ☢à⚪*"ỼÞ☢Ḅà⚪.à⚪ᦪ"X)=2'+ä"aeR,å(1)Ïᦪ/(x)Ḅ»᪆æ(2)ᑨèᦪ/(x)ᙠ®@[0,+“)êḄᓫìឋ"áᵨÅ/.î᝞ï⌱ðñ2ᩩÚᑖò»¼"ᢥ+12»¼Tᑖ.19.ᦪ/(x)=2sin[x+^).প´õ)"/(or)=,Ïsina(2)÷ᦪḄᐜᔣú\ûü2ᓫýþ["ÿᡠᡠᨵḄᙶ᪗ᩭḄᙶ᪗ᑮᦪg(x)Ḅ.ᦪg(x)Ḅᓫ⌴!.20.ᙠ&'()*᛻,-./0Ḅ12ᙠ345678Ḽᓫ:;<ᑁ/0ᦪ>Ḅ?12@AB5C᠒.ᙠEFGH,IJᑮK./0ᙠ()L,Ḅᦪ>M(ᓫ:NOPQ)R()S!x(ᓫ:NTS)ḄᐵVNX234568y3.53.844.164.34.5᪷X⊤Z,ḄᦪX[\ᦣ᝞_:

4%ஹ5-4-3-2-1-o12345678^jklmn2TSop/0ᦪ>8S!ᓄḄᐵVrᨵs_tuvwx⌱z:(l)y=alogx+b,ঝy=+b,ঞy=2…21⌱\ᨬᔠG▭Ḅᦪvwᳮᵫ2ᑭᵨ4,48,4.5KᦪX\⌱zḄᦪvwḄ᪆⚜Jmn2TSopQTS/0ᦪ>ᑮ5OPQ.21.᝞P?0஺¡A0@ᙠᦪ/M=Asin0x+9A>O,0>Oj,EE1,aeR.1°a=0,È,ஹ1112°ᦪ/XាᨵtQÌ%'%3—+—+EḄÎÃÐ.2XX2X3

5Ñᫀ1ூÑᫀ௃C2ூÑᫀ௃D3ூÑᫀ௃A4ூÑᫀ௃C5ூÑᫀ௃B6ூÑᫀ௃A7ூÑᫀ௃B8ூÑᫀ௃D9ூÑᫀ௃AI)10ூÑᫀ௃BCD11ூÑᫀ௃CD12ூÑᫀ௃ACD13ூÑᫀ௃x(ÑᫀÙE)14ூÑᫀ௃15ூÑᫀ௃জ.365.25ঝ.»<39'16ூÑᫀ௃(24Ü17ூÑᫀ௃NÝ,<1,ᡠs<-#ᡠsa>0.<2/12,τ(Ý“5<1ᡠsa20,ᡠs0g“

6N°⌱ᩩèজ.Ý/(log23)=§,ᡠs2sg23+t=12,ᓽ3+0=12.2logj3333a=l.ᡠs/(x)=2+/.°⌱ᩩèঝ.ᦪ“X)ḄëìíR.Ý/(x)ᏔᦪᡠsVxeR,/(x)=/(-%),ᓽVxeR,2x+a-2-x=2~x+a-2x#ᓄñVxeR,(a-l)(2x-2-x)=0.ᡠs஺E1=0,ᓽa=l.ᡠs/(x)=2*+5.°⌱ᩩèঞ.ᵫ⚪ôÅ/(0)-2=0,ᓽ2°+$-2=0,a=l.ᡠs஻ö)=2+/.ூTæ2௃Nᦪ/(x)ᙠ!(0,+஺)ᓫ⌴.÷᝞_NV᳝xe(0,+oo),ùX]0,ᡠ2+*2>1ᓽ2+!"1ு0.ᡠ/(%)"/(&2)<°ᓽ/(ᑁ)

7(7t1]712P7P,ᡠcos[a+(•T4ᡠa+2~'~6571&]=@sin|a+—7l\ஹ3g+4cosa+&UVsine=sina+—6626y2I6710^GH2_71\`aᦪḄdeᐜᔣChijkᓫlmnoᑮaᦪy=2sinx+Ḅde.qrᡠode.ᡠᨵtḄuᙶ᪗xyᩭḄ{oᑮaᦪg(x)=2sin2x+?Ḅde.}z=2x+&y=2sinzḄᓫ0⌴2+,~-t+2ki:+2kᐔ(k&ZY4L22JTTTTTTTTᡠ----\-2k7c<2xd——<——\-2k7r,keZ,o----\-k7r=3a+/?=4.5L22

8ਮy=glog2X+325,ox216.ᡠq14Gᦪᑮ5=k.21ூ5ᫀ௃(1)/(x)=2sin2x+((2)5½6[GH1]ᵫd®¹/(X)Ḅᕜ¿r&=2—&=&o7=1.26320>0,ᡠÀ=Poᑗ=2.CD/(x)ᙠx={xᐔ+574ÂᜐÄoᨬG¥,3674Asin(2x7^1+e)=—A,osin?+°ᓽ/771277r347tᡠ----\-(p—-----F2kjc,kGZ,o(p——F2kᐔ#kGZ.623MI().ᵫ¹71+"•33ÔᓃÕ=2sin(2%2sin[2(x+]71+—+—2sin(2%+஻)=-2sin2X]<0.3J31Sᑍ×ØÙÚᑴ!Ḅ☢ÝS,ᑣ5=-\OQ\-\y-y\=—(-y).}2y]2

9■a6ஹâ"2+sin2᳝=2-sin2x{+——cos2x{+sin2x1áI?—>ᡠ2g+fᡠÏ2%+&=&,I3J6<66762ᓽ᳝=9X-%Äoᨬᜧ¥26.6ᡠØÙÚ஺äå☢ÝḄᨬᜧ¥~X=4æ12622ூ5ᫀ௃প(-0,2)/(2)1,2-[GH1]Ïa=0yèéê®ᓄ(&"1>|â—2<0…জ.(i)ÏxNOজêᓄ%—2<0,o"l0,oxeR,ᡠð<().Í.yèéêḄñ(f,2).[GH2]-X2+òa+lóx-a-l,xx2-ò«+lóx+a-l,x>a/(a)=-l<0,ôËõaᦪy=ð2—(“+1)X+”"1ø©ᔣ.,ᡠÏaᦪ/(X)ᨵôùᨵ"kút.ᡠx<஺aᦪ/(%)ាᨵükút.4+1----0,o஺>3./ò஺ó="1<0.

10èýþÿ஽
3ᡠᧅZ£+஺+1%—஺-1=஺Ḅ᪷X+Zna+L,ᡠ_L+_L=5'ᑣXyX=a+\ᜧ஽)஽2*+,f—a+lx+a—1=0Ḅ᪷123“ᵫ6᪷789X_஺+1+:஺-12+432*+=ᦪga=a+"JaTC+4ᙠ3,+a3EᓫG⌴I,ᡠx,3g3=2+ஹ/1,ᡠ0

1—L.ᡠ'+'+ᡠaḄOPRS1,2—%32X|x231