**.152×8+（1）01=2.×85+125.1×=0101+2.=252.5923-112（+388.=）129-1233-.88=000-8.89=989.11.22×843+..3×187.6=8.3×1.24+1.（76=).8×3=24.399999×011=09999（×100+10=）999×91000+99991×=1000989914.×8.636-.36.5＋8.××337=.1（.8-64.）56.3＋8×3×3..7=83×6.3.+.38×.37.3×（8.36＋3.）=7.3×180=831.2+407.+887.6=（.12+8.476）+.708 *=*0+1078.1=0789.3-3175-4=3393（157-4+3=933-2）00=3743281-99=8421-80001+2=383I32×1225×52=48×1×2525×=（×25）4（××8125=）10×0001=1000009004÷2886=（206+0620026+0+12408）26÷260=026+÷200÷266+62002÷+6248÷2169=1001+0+100+084=384821÷438（=290+11519）÷434=1290÷3+45911÷43 **=0+337.3242×.3×.375-1.520×.42×16=332×4..2×3.75-1.32×542.×3.61=2.4×(3.3×3.25-7.15×21.6=42).3×4×(0.8×.75-31.5×4×0.2)=4243×(.×0.442×3.×7-5.2154×0.4)×42=.×34(x.0x74.-51.524x0.4x=4)23.[4××.40×(7.-1.25)]5=4.3×24[0.×4×6.5]2=243×(.42×.5)=4231.7+18÷815-0..×503.=.1+82-101.=13.5-0.851=13.65.5×6+3.8×8547-=5228+47-=80-74(8-0.8)×59分之2-.132=7.022X/51.32-28.=801.-32=2.67 6**87×分之4÷1÷([32.-295.]=8×)47/÷[÷0.15]2=8×4/÷4=87/7207×（0056499）÷9－002=7007×9÷0=10980÷090=01233.20－（48.14－0985.）÷2.5=33.20－57.5÷25.5=33.0－22302.=101÷1－（）15÷.=（1－11÷5）1.=0÷.51=018.＋（1－3.2909÷.02）31×=181.＋1.7×118=1.＋17=.19.8-[8]129+[-52++]0=691[-3+[]-2]+-[]+01++12=3- **[-01]31+52+031+[75]=-0[5-1+[-1]/2]3+/+[-414]=/-1-[/27]5/+6+[0.5]-4/++5196=1/25.[-2654].+[6.14-+]185.+64.1=481-1.25[+-71/]+5[-18]+/[-0.]6=-3[-98+76+(-8)]7*3[265(+-7)-(5)]7-(84++)35+2*8/2-615-96821-/-118*8+61-2/9-/9-756.64-(-34+/.1-4-36/41)2/3++56-/712[2/3-4/1-/*4(0.-)]/1/4322+2+(4-)(-2)+4+*3-2*-88*/2+8/1/18(/23+/2)/(11/12)*(-1-2()2-8/()-6+4+)(1)2-(/-2)0+/-(-8)*(7-)2(/4-516/+13+2//3/)12/1-6/(83-*(-2)()53/8*8/30+/(2)--3-8()/4*(-23/(-6))1/2*(-4/1)5//23 **-3x+y-2x5-y7134727×＋7×2653〔75-（2118+）÷1〕5260÷〔183（7-）×189280〕840＋÷425325÷13×(2×66－20)855×(9514－0÷24)485807(÷150＋02×2)1437×7＋272×5631832÷413×(52＋78[)73.5-8（.85+6.4）]7×30156×([71.-7.72÷3)（]97－499）＋75×6436×6913－2(6÷237[)12－9（5＋483]）6×[（77.1-.5）×0.6-9.15]÷1.2581423(÷1352×＋8)7.54÷2.[×（63.-279）.+0.62]（94－795）9＋67×6604－9.(528.9)＋÷0.]18288.1÷.430－0.243.5×02×(2[.4－14.)÷0.8＋4.015]2-(8.43125.2.×)408.〔15×5.-3(2.15.79)（〕1.3832.×）4÷1945－6.84÷18.×0.96.3274÷25.9×.3.4961（÷00.61×5）308×[.(10－676.)÷1.]2（136+6）×46（5345÷23）-(6.-86.×8.50)÷8.5501.2×4.÷0.128×.8（54+37）8÷6（49×-5）82-1700÷9（3+111×）3.2×（.15+.5）÷1.6285+4×1（4+20812÷）126-063×÷481+35（284+61×（）51-2828018）÷972×.16-.8.31507÷47÷/1[/3（×/35-310/]）（/451/+）47/3+÷/1710.782－0（÷314.＋5166.3）78.21-700÷9（+311×）1（36164+）×
（6-354÷253）32.（×15+..5）÷12.65+14×（81+204÷26）（858+73）÷64-9×5）（** (.86-68×..055÷8).（524+186×（5）1282-08÷18）01.×24.÷0.82×1.843.2×1（5.2+5.÷1.6）12-3604÷18×+510.15310.75-0×4-..755.8×3（.7-8.130）+4.×2.347347+542-4×1605÷22.53-2（+697.823÷.2）2.5×8（78+537）÷6（-9×4）5（7.[15.6）×-.9-0.11]÷5.523.（2×1.+2.55）1.6÷5.÷[2.6×（4.7-3.29+0.6）2]1×26÷（1-272）-6.32.×6+1.5（2+.）÷1.653（.2×1.52.5）÷1+6.5.×8（3.7-8013.）4+.23.7×43.023－1（8.44－90.8）52.5÷)21+3(-73)(2(-)4)8+(-9)4(37+(-2.)40)(44.)23+(-.75)(7)5(-/3)7(+-/6)(7)694+(-//32()73.75+)2(.25+5)4(/8)-.37+5+(5/)4+(1.5)-9()(-7/41+)(10/-3)(+13+3/)+(1/13)(10)(-18.+)(+.20)+-1(7)+(.0.1)++(.18+)(+1.4)(11)(1+.3-)+(17/)7(2)1(2)--+2/(3)** 1()3(-|72)-(-6..3)(+.11)|(4)|1(-54)-(/3-4/)-||1-5/4|--/4|)3(15)(2/19-9*()-76/3-2+8//3)(1)4a)*6(3b-)*5c)(1/61.*37/×4/99-4/32.8/9×5/316+/217.312×5/62–/9×3.485/4×+1/45.6÷/3–8/38÷664/.×5/79+3/7×5/9.75/2-（/2+4/53）.87/8+（1/8+1/9）9.9×5/6+/650.1/43×/8-9/130.21＋χ.81×.90=.2(9－75)χ×.3=0.012.4χ6-=χ824.+41.175/×9+4/14321.6（×12/+2/3）1.38×4/5+8×1/511.431×5/6–5/651./79-（2/7–10/21）6.1/59×18–14×2/717.4/5×25/61+2/3×3/ **48114.8×7/–5/6×2/11519.1/732–3/4×924/20.3×/2+9/3121./573/25×3+/27.2314/××/32+1623/./152×/+3/6524./229+/111÷/215.5/23×11/5+4/32.645×/231/+×35127./179+2/191×/652.8/143/+42/÷3298/7.×21/16+/21031.1×0/151/–5×123.15＋061040÷（5+3780）÷64（-4）53.210-142÷48+3153.334+75×424160÷5-234（8537）÷+（649-×5）3.55÷（69-44）563.7811-4÷5×65+4220+584-046×2128÷7381.27-00÷（+931×11）（16+643）（65-×43÷52）33.85814×（+14208÷+26）39（.284+1）6×（52-8108÷18）2 **40.1203-×6÷14+38415（.85+3）7÷64（-9×）54.26.8-6.(×0.85)5÷8.534.0.2×4.810.÷21×.844.（3.2×4.5+1.5）÷1.262）（32.×（.152.5+）1.÷654.-1.664=÷.5387.+5-583.=74.6.720÷8.-.21×5=-1619.×30-.43=47.6.5×（.8-14.×2）=406.×8.9+013.×2.91481..10-5017.×05.4-.75495.8.（3.8×70.-13）+.42×.34750.2352.（6+9.72-÷832.×2.5）5.-1+58+51+3907+8(--56+)505.27-*2-57/3(5.(-73*)2/1(3/+)7/9(+3/64）45.123+46578++99/(-4)58536.93/-(-53-341/15.5)65.93{+3x[422x(3x8)/]}57.98x7x5/(x4+658)1.12x/24(1+/2)259.49+(-0)/1601a^3-2.^b3ab+(2-ab) **=^3+2aa^b2-b2^3ab^-2a=^2a(2+)bb-^2(2+a)=(b+2a)(ba2-b^2^)=(+ab)(a2+b(a)b)-.2(x2+y^2^^)-42y(x2^+^y2+4y)2^(=x2^+y^-22y)^23.(^2+2xx)2^3+x^(22x)++x2+^x+32(x^2=+2)^x+24x(2+^2x)3+=x^2(2+x+)(x3^2+2x+1)=x^(2+x+2)(x+1)^324.a(+1(a+2)+(2a)1)+a-2)(12-=a^+23a+2+a^223a--21-2=3a^2-12=3(+a2(a-2)5)x^2.y+z(^)22-yxx(z)(y-z)++y2^(-zx)^2=[(xy+)zy-(xz)-^]=(2xzyz+^)2=z^2x+y()2^* *6.3a+(2^)+282(a2)-2+=[30(+2a)-][(2+a
2)1+0]=(a3+)4(+1a)2.(a+7b^)2-b-(c)2^+a2^-^2=c(a+b^2-c^2)+^2a(-bc)-2^=(+b+ca)a(+-bc)(a++-cb()a-+cb)=(+ba-)ca(++bc+a-b+c=2()ab+c-()ac)8.x(+x1)(x^2++-1)-x2=x^(+x)(x^22+x1)--=2(^x+x2^)2(-x2+^)x-2=(x2^+-x)2(^x2x+1+)=(x2)+x(1)-(x2+^+x1).1/37×949/-/342./9×185/63+/2731.215/×–62/9×348×./45+/1546.3/÷–8/38÷66.4/7×5/+937/×5/9 *7*.5/2-（/23+4/5）8.78/+（1/8+1/9）.99×5/65/+16.304×/8/9-1/0.321χ1.＋×0.987=.2(95χ－×).03=.1026.χ-χ428=4+4.117.×/49+3/1452.61×1/2（+2/3）13.8×4/+58×115/1.34×5/1–5/6651./97-2（7/–0/11）261.59/×181–4×2/771.45/×52/612/+×33/418.14×/78–/5612/1×51.91/732–3/4×9/422.03×2/9+1/21.3/57×3/253/+72.23/4××123/+16/32./15×/3+25/246.9/2+2/111÷12/25.53/×1/5+4/312.654×2/3+/31×5271.7/91+1219/×56/ **8.2/4+13/4÷2/32.9/87×1/261+1/230.101×1/5–/51213×.51＋061040÷（5+3708÷）64（-54）32120-144.÷1+85333.47345×2+4-60÷51234（5+387）（÷6-9×54）5.93÷5（64-54）6.1378145÷-56+×24402+58-60×21÷4832.7812700÷（-931+11×（1）3+664）（×5-643÷532）38.581+×（441+20826÷）39（.824+6）1（×152-208818）÷4.010236×-4÷8+1531.45（837+）÷（6-4×59）2.(468.-68.×055)÷8.5.430.12.×4.÷80.124×844..（32.×.152+.）÷516.2）（3.2×1.5（+25）÷1.6.45.61.6÷-=5438.+.7855.3-74=.7.6÷028.1.-2×5=-1.6913×0.43=-476.5×（..841.2-×）=40.6×81.+9.03×1.9428.0.151-1.057×04.5.749-5.8.×（.387-01.3+）42.×374.** 50.23.5-（26+9.72÷3.28）2.×551.-5+5+138+0+98-(756)+-5025-7*2.5-/7(35.(3-7*)2(1/3/)7+9/3+(/6）45.142+3456+79+89/8(4)-55.39633-(-54/-31/1.55)5639+.3{x[42/2(3xx)8}]579.8xx/57(4x6)+85.1x22/14(+12/)25.99+(-64)0/01.1a^-3b^2+3b(a2-a)ba=3+^2^2ab-b2^-a3b2^a^2=a(2+b-)^2(2b+ba)=(a+2)(ab^-2^b)2=(a+b2)a+()(b-b)a.2(x^2+y^2^2-)4y(x^+y^2)+2y^24(x=^2y^+-22y)^2.(x^32+2x^2+3(x)^22+x+x^)22x+3+=(x2+^x2)^24+x(^22+x+) *3=*(x^22++3x()x2+^x21+=)x^2+(x2+3)(x+1^24.)(+1a()+a2+)2(+a1()a2)-12-=a^+3a+2+2a22-3a-^-2123=^2a1-2=(3a+)(2a-2)5x.^(y2+z)2-2x^yx-()(y+z)+y^z(2-xz)^2=x([+y)-y(z-z)x]^2=(xzy+)z^=z^2(x+y2)2^6.(a32)+2^+8(a22+-20)[3=(+2a)-][2a(2+)10]+(3=+a)(4+1a)2.7a+()b2-(b-^)c2^a^+2-c2^=(+b)^a-2c2+a^^-2b(-)^2c=(ab++c)a+(bc-+)a(b+c)(--b+c)a=(+abc-)a+b(c+a-b++c=2)a+b-(c)a(c)+* *8.x(+x1(x)2+^x1)-2-(x^=+2)(xx^+2x1-)-2(x^2+x)^=2-(x^2x+)2-=(x^2+x2)-(x^2++x)1(=x2)+(x1-()x2^x++1)
发布于 2025-01-15 14:52:07
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