1000以内加减法口算(纯借位)

1、225214=725388=409324=560380=521286=292187=340153=725388=197+535=366207=705679=292187=362138=900405=509867=366207=479254=629240=508189=900405=450242=927254=301184=609240=198157=628255=726598=907254=283276=223404=500453=608255=349231=185237=501389=407223=400206=602336=903804=804592=574390=300185=16945

2、0=437142=256238=900461=800695=203156=609497=319250=342378=256847=805209=326588=507348=401348=374226=800695=575322=800695=666286=663282=205179=707520=702173=409168=149867=800507=575322=208129=508189=700453=407223=239571=401184=501389=806195=165278=726118=963804=505168=755155=806145=169450=548452=5063

3、79=505268=134678=285263=503108=548452=517348=503256=702564=185263=405228=560380=205189=503156=706163=352135=702564=293156=349231=267395=205189=151449=504395=343588=409394=666286=126238=474209=439557=702173=609497=115267=666286=575322=805269=485637=702173=603256=629240=602336=575322=806195=907254=300

4、185=804592=605168=628255=900461=437142=548452=538171=459168=293156=185263=263804=556379=112847=560380=174237=340153=503108=725388=502336=319250=702564=292187=400185=326588=205189=366207=800461=800695=409394=900405=340153=663282=705679=479254=409168=208129=549867=300206=556379=239571=508289=274226=50

5、3108=165178=301184=225214=702564=755155=629240=521126=205189=754592=907254=197+535=409394=437142=628255=302138=319250=293156=538171=450242=326588=147216=804592=398157=800695=503108=437142=283176=663282=208129=725388=963804=726598=239571=292187=169450=208129=165178=366207=800695=239571=248155=629240=

6、737520=165178=705679=927254=800507=751151=549867=628255=900461=276195=528189=538171=134678=700168=301184=225214=517348=548452=234678=521126=405228=185263=507348=197+535=746163=643456=405228=362138=352135=900405=746163=450242=467395=479254=500453=198157=443288=400206=501389=283176=474209=560380=96380

7、4=349231=163304=725388=169450=400206=285537=292187=806195=374226=602336=366207=725268=585239=300185=225214=548452=421348=319250=521126=185263=574390=326588=197+535=843556=156238=800695=362138=900405=679497=663282=450242=417223=835209=459168=198157=479254=500453=556379=283176=560380=501389=340153=349

8、231=574390=385137=963804=253513=156238=602336=169450=125184=679497=300185=894592=503126=805209=319250=437142=197+535=374226=326588=203156=302136=485339=800695=153807=409254=417223=663282=560380=375139=421348=208129=705388=400206=239557=239571=202187=314226=666286=165278=366207=139357=702173=715155=2

9、34678=606286=575322=556379=507348=702173=134678=340153=405228=575322=517348=706598=746163=456242=405228=800695=352135=198157=746163=503108=467595=284176=737520=702564=243488=349231=800507=205189=474209=572390=900461=409394=629240=156238=459168=705379=907254=679497=352135=549867=608255=835209=367595=

10、528189=538171=806145=243188=301184=804592=605168=474209=500453=437142=548452=963204=501389=403156=185263=503156=702564=402187=231185=407223=305189=366247=705461=421308=409394=504390=302103=900405=705679=356238=409168=629240=549867=679497=504379=907254=508189=807209=403108=600255=301184=225214=266564

11、=538171=726518=531126=215189=563104=800695=197+535=409374=185137=707528=332138=309250=602336=800507=410242=316588=300185=700453=198157=800605=900461=501389=283176=663202=439168=963804=349231=208129=506379=269450=400106=239571=300153=756195=785539=825378=309250=125+268=407223=752155=326588=548452=501

12、348=745679=900695=557263=439457=549367=663282=603146=666286=508189=208129=904405=702113=301184=239571=374226=575322=706598=165278=479254=263204=707529=401155=517380=604137=602195=503108=705388=402336=603507=134678=559867=343288=661461=517348=508189=474229=508129=405228=301184=332135=259571=746163=32

13、6598=147195=175578=329250=600507=253111=758155=326588=700529=474209=273108=809605=502395=900453=705567=663292=352135=501389=105129=409168=267195=263104=500394=504379=243488=169450=363204=705461=474229=523108=174327=305103=134678=782564=502136=208129=517348=235189=400185=239501=405228=469394=705679=5

14、05278=746163=401129=549867=752145=700493=231571=508189=263204=521189=161278=301184=504137=923804=759159=726598=402336=169450=219250=700343=241185=700453=226588=901507=405108=521389=800625=603495=266564=903804=263282=134678=225189=169450=459168=507348=409374=352135=506389=405128=745679=267195=800253=

15、746163=512104=352168=702143=474229=604137=307153=545322=134678=602336=501379=386295=517348=500184=359250=507168=405228=702469=306588=565452=746163=403348=803295=385233=700493=706580=563282=703166=521189=803295=118214=702405=903804=902596=321126=307223=169450=437321=397+235=601348=700453=283256=30223

16、8=512380=521389=156847=909254=812388=903234=254678=701206=723187=169450=806348=374261=315207=352135=805278=705539=705679=503108=706143=400242=559867=702564=601458=198357=508189=305189=581339=283276=401184=409394=903804=349231=326598=715679=189450=504387=600507=549867=352156=256238=737520=508189=3212

17、95=679297=542395=381184=500288=814209=352135=226581=474109=241589=267195=800695=900507=626286=243488=707520=800507=403156=538171=629240=700453=247216=854592=907254=501389=503108=437142=628255=963804=702564=293156=223404=269450=205289=151249=285137=756195=409394=666286=602336=125+168=439557=702173=30

18、0185=548452=666286=575322=900461=255263=702173=293156=319250=293146=575322=803195=326588=904405=854592=505168=800695=374226=437142=548452=663282=479254=293156=185263=409168=517380=112847=560380=408129=400153=503108=705388=239571=319250=702564=602187=165478=326588=205489=366207=755155=800695=409394=9

19、00405=556379=663282=705679=479254=503108=208129=549867=300206=702564=239571=508289=274226=205389=165378=700284=225214=409394=755155=629240=501326=340153=754592=927254=366207=705679=437142=628255=900405=549267=508289=900405=806348=803695=301184=629240=706520=613282=226598=907254=803695=513108=700453=

20、608255=702596=702514=501389=407223=437277=235119=903804=804592=602256=459394=169450=437142=256147=213129=800695=603156=154678=212571=434278=256347=506348=166279=517348=401348=405278=705199=575322=800695=746143=629232=245179=707520=601453=907254=249867=800507=511339=608255=508289=700453=903804=338271

21、=601084=501389=162450=794592=726118=963804=352156=437142=806245=169450=321395=293156=705268=234678=143288=241349=548452=507348=474209=704592=285263=405228=800507=417142=503356=503214=405258=303156=560380=205195=307153=363847=705388=402336=596379=808390=202187=700184=309255=112258=366207=604469=32651

22、8=609417=800209=205214=358+531=307153=800-466=521326=705-436=501379=405-277=397+535=509-436=359250=356+626=302108=258+648=306588=805-578=601242=407-358=803295=1000-455=213137=208-138=563282=345+543=500276=653+259=118214=957-679=349211=368-233=301126=531+975=601206=136+845=297+235=561280=407223=357+4

23、58=302238=705388=401348=703-409=909254=316187=234226=809-682=701206=288207=629240=506-437=374261=502405=907254=238+196=700539=808121=608255=1000-562=450342=293156=518271=684-489=198357=470254=342-274=844+932=500276=329234=258+553=814+551=349231=266286=445+369=387+833=504387=702167=468-389=175+505=25

24、6238=175711=597+324=729+108=609297=106394=908-199=861+146=804209=445268=467+333=558+321=241589=548452=468-357=900507=903804=385263=509-167=352168=608255=225214=725388=409324=560380=521286=292187=340153=725388=197+535=366207=705679=292187=362138=900405=509867=366207=479254=629240=508189=900405=450242

25、=927254=301184=609240=198157=628255=726598=907254=283276=223404=500453=608255=349231=185237=501389=407223=400206=602336=903804=804592=574390=300185=169450=437142=256238=900461=800695=203156=609497=319250=342378=256847=805209=326588=507348=401348=374226=800695=575322=800695=666286=663282=205179=70752

26、0=702173=409168=149867=800507=575322=208129=508189=700453=407223=239571=401184=501389=806195=165278=726118=963804=505168=755155=806145=169450=548452=506379=505268=134678=285263=503108=548452=517348=503256=702564=185263=405228=560380=205189=503156=706163=352135=702564=293156=349231=267395=205189=1514

27、49=504395=343588=409394=666286=126238=474209=439557=702173=609497=115267=666286=575322=805269=485637=702173=603256=629240=602336=575322=806195=907254=300185=804592=605168=628255=900461=437142=548452=538171=459168=293156=185263=263804=556379=112847=560380=174237=340153=503108=725388=502336=319250=702

28、564=292187=400185=326588=205189=366207=800461=800695=409394=900405=340153=663282=705679=479254=409168=208129=549867=300206=556379=239571=508289=274226=503108=165178=301184=225214=702564=755155=629240=521126=205189=754592=907254=197+535=409394=437142=628255=302138=319250=293156=538171=450242=326588=1

29、47216=804592=398157=800695=503108=437142=283176=663282=208129=725388=963804=726598=239571=292187=169450=208129=165178=366207=800695=239571=248155=629240=737520=165178=705679=927254=800507=751151=549867=628255=900461=276195=528189=538171=134678=700168=301184=225214=517348=548452=234678=521126=405228=

30、185263=507348=197+535=746163=643456=405228=362138=352135=900405=746163=450242=467395=479254=500453=198157=443288=400206=501389=283176=474209=560380=963804=349231=163304=725388=169450=400206=285537=292187=806195=374226=602336=366207=725268=585239=300185=225214=548452=421348=319250=521126=185263=57439

31、0=326588=197+535=843556=156238=800695=362138=900405=679497=663282=450242=417223=835209=459168=198157=479254=500453=556379=283176=560380=501389=340153=349231=574390=385137=963804=253513=156238=602336=169450=125184=679497=300185=894592=503126=805209=319250=437142=197+535=374226=326588=203156=302136=48

32、5339=800695=153807=409254=417223=663282=560380=375139=421348=208129=705388=400206=239557=239571=202187=314226=666286=165278=366207=139357=702173=715155=234678=606286=575322=556379=507348=702173=134678=340153=405228=575322=517348=706598=746163=456242=405228=800695=352135=198157=746163=503108=467595=2

33、84176=737520=702564=243488=349231=800507=205189=474209=572390=900461=409394=629240=156238=459168=705379=907254=679497=352135=549867=608255=835209=367595=528189=538171=806145=243188=301184=804592=605168=474209=500453=437142=548452=963204=501389=403156=185263=503156=702564=402187=231185=407223=305189=

34、366247=705461=421308=409394=504390=302103=900405=705679=356238=409168=629240=549867=679497=504379=907254=508189=807209=403108=600255=301184=225214=266564=538171=726518=531126=215189=563104=800695=197+535=409374=185137=707528=332138=309250=602336=800507=410242=316588=300185=700453=198157=800605=90046

35、1=501389=283176=663202=439168=963804=349231=208129=506379=269450=400106=239571=300153=756195=785539=825378=309250=125+268=407223=752155=326588=548452=501348=745679=900695=557263=439457=549367=663282=603146=666286=508189=208129=904405=702113=301184=239571=374226=575322=706598=165278=479254=263204=707

36、529=401155=517380=604137=602195=503108=705388=402336=603507=134678=559867=343288=661461=517348=508189=474229=508129=405228=301184=332135=259571=746163=326598=147195=175578=329250=600507=253111=758155=326588=700529=474209=273108=809605=502395=900453=705567=663292=352135=501389=105129=409168=267195=26

37、3104=500394=504379=243488=169450=363204=705461=474229=523108=174327=305103=134678=782564=502136=208129=517348=235189=400185=239501=405228=469394=705679=505278=746163=401129=549867=752145=700493=231571=508189=263204=521189=161278=301184=504137=923804=759159=726598=402336=169450=219250=700343=241185=7

38、00453=226588=901507=405108=521389=800625=603495=266564=903804=263282=134678=225189=169450=459168=507348=409374=352135=506389=405128=745679=267195=800253=746163=512104=352168=702143=474229=604137=307153=545322=134678=602336=501379=386295=517348=500184=359250=507168=405228=702469=306588=565452=746163=

39、403348=803295=385233=700493=706580=563282=703166=521189=803295=118214=702405=903804=902596=321126=307223=169450=437321=397+235=601348=700453=283256=302238=512380=521389=156847=909254=812388=903234=254678=701206=723187=169450=806348=374261=315207=352135=805278=705539=705679=503108=706143=400242=55986

40、7=702564=601458=198357=508189=305189=581339=283276=401184=409394=903804=349231=326598=715679=189450=504387=600507=549867=352156=256238=737520=508189=321295=679297=542395=381184=500288=814209=352135=226581=474109=241589=267195=800695=900507=626286=243488=707520=800507=403156=538171=629240=700453=2472

41、16=854592=907254=501389=503108=437142=628255=963804=702564=293156=223404=269450=205289=151249=285137=756195=409394=666286=602336=125+168=439557=702173=300185=548452=666286=575322=900461=255263=702173=293156=319250=293146=575322=803195=326588=904405=854592=505168=800695=374226=437142=548452=663282=47

42、9254=293156=185263=409168=517380=112847=560380=408129=400153=503108=705388=239571=319250=702564=602187=165478=326588=205489=366207=755155=800695=409394=900405=556379=663282=705679=479254=503108=208129=549867=300206=702564=239571=508289=274226=205389=165378=700284=225214=409394=755155=629240=501326=3

43、40153=754592=927254=366207=705679=437142=628255=900405=549267=508289=900405=806348=803695=301184=629240=706520=613282=226598=907254=803695=513108=700453=608255=702596=702514=501389=407223=437277=235119=903804=804592=602256=459394=169450=437142=256147=213129=800695=603156=154678=212571=434278=256347=

44、506348=166279=517348=401348=405278=705199=575322=800695=746143=629232=245179=707520=601453=907254=249867=800507=511339=608255=508289=700453=903804=338271=601084=501389=162450=794592=726118=963804=352156=437142=806245=169450=321395=293156=705268=234678=143288=241349=548452=507348=474209=704592=285263

45、=405228=800507=417142=503356=503214=405258=303156=560380=205195=307153=363847=705388=402336=596379=808390=202187=700184=309255=112258=366207=604469=326518=609417=800209=205214=358+531=307153=800-466=521326=705-436=501379=405-277=397+535=509-436=359250=356+626=302108=258+648=306588=805-578=601242=407

46、-358=803295=1000-455=213137=208-138=563282=345+543=500276=653+259=118214=957-679=349211=368-233=301126=531+975=601206=136+845=297+235=561280=407223=357+458=302238=705388=401348=703-409=909254=316187=234226=809-682=701206=288207=629240=506-437=374261=502405=907254=238+196=700539=808121=608255=1000-56

47、2=450342=293156=518271=684-489=198357=470254=342-274=844+932=500276=329234=258+553=814+551=349231=266286=445+369=387+833=504387=702167=468-389=175+505=256238=175711=597+324=729+108=609297=106394=908-199=861+146=804209=445268=467+333=558+321=241589=548452=468-357=900507=903804=385263=509-167=352168=6

48、08255=225214=725388=409324=560380=521286=292187=340153=725388=197+535=366207=705679=292187=362138=900405=509867=366207=479254=629240=508189=900405=450242=927254=301184=609240=198157=628255=726598=907254=283276=223404=500453=608255=349231=185237=501389=407223=400206=602336=903804=804592=574390=300185

49、=169450=437142=256238=900461=800695=203156=609497=319250=342378=256847=805209=326588=507348=401348=374226=800695=575322=800695=666286=663282=205179=707520=702173=409168=149867=800507=575322=208129=508189=700453=407223=239571=401184=501389=806195=165278=726118=963804=505168=755155=806145=169450=54845

50、2=506379=505268=134678=285263=503108=548452=517348=503256=702564=185263=405228=560380=205189=503156=706163=352135=702564=293156=349231=267395=205189=151449=504395=343588=409394=666286=126238=474209=439557=702173=609497=115267=666286=575322=805269=485637=702173=603256=629240=602336=575322=806195=9072

51、54=300185=804592=605168=628255=900461=437142=548452=538171=459168=293156=185263=263804=556379=112847=560380=174237=340153=503108=725388=502336=319250=702564=292187=400185=326588=205189=366207=800461=800695=409394=900405=340153=663282=705679=479254=409168=208129=549867=300206=556379=239571=508289=274

52、226=503108=165178=301184=225214=702564=755155=629240=521126=205189=754592=907254=197+535=409394=437142=628255=302138=319250=293156=538171=450242=326588=147216=804592=398157=800695=503108=437142=283176=663282=208129=725388=963804=726598=239571=292187=169450=208129=165178=366207=800695=239571=248155=629240=737520=165178=705679=927254=800507=751151=549867=628255=900461=276195=528189=538171=134678=700168=301184=225214=517348=548452=234678=521126=405228=185263=507348=197+535=746163=643456=405228=362138=352135=900405=746163=450242=467395=479254=500453=