蘇教版六年級上冊分?jǐn)?shù)加減乘除混合運(yùn)算練習(xí)400題附答案

第第頁蘇教版六年級上冊分?jǐn)?shù)加減乘除混合運(yùn)算練習(xí)400題附答案EQ\F(1,3)÷(\F(29,36)＋\F(2,3))＝EQ\F(14,15)÷(\F(13,20)－\F(1,3))＝EQ3÷(\F(4,7)－\F(5,28))＝EQ\F(9,10)÷(\F(23,25)＋\F(13,15))＝EQ(\F(13,14)－\F(3,10))×\F(6,5)＝EQ10÷(\F(27,28)－\F(1,4))＝EQ(\F(1,2)－\F(1,4))÷\F(1,2)＝EQ3÷(\F(5,8)－\F(1,16))＝EQ40×(\F(3,8)＋\F(1,4))＝EQ\F(14,5)÷(\F(9,20)－\F(13,30))＝EQ(\F(1,5)－\F(1,12))÷\F(3,14)＝EQ\F(24,7)÷(\F(13,14)－\F(1,7))＝EQ(\F(1,2)－\F(1,4))×\F(1,7)＝EQ\F(12,5)÷(\F(29,35)－\F(1,15))＝EQ\F(1,10)÷(\F(18,25)＋\F(1,15))＝EQ10÷(\F(5,6)＋\F(1,3))＝EQ(\F(9,10)＋\F(1,10))×25＝EQ\F(7,4)×(\F(8,49)＋\F(3,7))＝EQ(\F(26,35)＋\F(11,20))×20＝EQ(\F(1,6)－\F(1,21))÷\F(7,3)＝EQ(\F(1,10)－\F(1,15))×\F(20,7)＝EQ45×(\F(1,5)－\F(2,15))＝EQ(\F(2,3)＋\F(1,2))×\F(8,3)＝EQ(\F(19,28)－\F(1,14))÷\F(9,7)＝EQ\F(35,8)×(\F(3,5)＋\F(4,5))＝EQ\F(21,2)×(\F(5,7)－\F(1,21))＝EQ\F(21,10)÷(\F(7,30)＋\F(2,5))＝EQ(\F(3,4)＋\F(4,5))×20＝EQ(\F(2,3)＋\F(7,15))×18＝EQ\F(5,3)÷(\F(7,9)－\F(1,5))＝EQ(\F(5,49)＋\F(6,7))÷\F(2,7)＝EQ9÷(\F(20,21)＋\F(16,21))＝EQ(\F(4,5)＋\F(3,7))×5＝EQ\F(15,8)×(\F(1,3)＋\F(2,15))＝EQ(\F(7,8)＋\F(1,4))×\F(28,15)＝EQ(\F(2,5)－\F(1,10))÷\F(1,5)＝EQ\F(42,25)÷(\F(7,10)－\F(7,30))＝EQ8÷(\F(5,6)－\F(2,3))＝EQ(\F(36,49)－\F(1,6))×\F(35,4)＝EQ9÷(\F(4,15)＋\F(1,3))＝EQ(\F(11,14)－\F(5,21))×\F(14,9)＝EQ(\F(4,5)－\F(2,15))÷\F(16,5)＝EQ\F(2,1)×(\F(11,21)＋\F(1,3))＝EQ(\F(1,18)＋\F(4,9))×12＝EQ(\F(3,4)－\F(1,2))÷\F(9,8)＝EQ(\F(1,2)－\F(1,3))×8＝EQ(\F(5,7)－\F(13,24))÷\F(3,4)＝EQ(\F(5,8)－\F(3,8))÷\F(1,4)＝EQ70×(\F(5,14)＋\F(11,21))＝EQ(\F(1,3)＋\F(1,2))×\F(5,4)＝EQ3÷(\F(4,9)＋\F(13,18))＝EQ\F(4,5)÷(\F(1,28)＋\F(5,12))＝EQ\F(20,7)×(\F(4,5)＋\F(4,5))＝EQ(\F(3,10)＋\F(2,9))÷\F(1,3)＝EQ(\F(5,6)－\F(2,3))×\F(3,2)＝EQ(\F(5,6)－\F(2,15))÷\F(1,2)＝EQ5÷(\F(5,6)－\F(1,3))＝EQ\F(2,21)÷(\F(5,7)－\F(10,21))＝EQ(\F(2,3)－\F(4,9))×\F(1,7)＝EQ\F(5,18)÷(\F(5,12)＋\F(1,3))＝EQ10×(\F(1,3)－\F(3,10))＝EQ(\F(4,5)＋\F(3,5))×30＝EQ\F(10,7)×(\F(11,12)－\F(17,30))＝EQ(\F(1,2)－\F(11,24))×24＝EQ\F(7,3)×(\F(1,7)＋\F(19,28))＝EQ\F(3,2)×(\F(1,6)＋\F(1,3))＝EQ6×(\F(2,3)＋\F(2,5))＝EQ\F(4,5)÷(\F(4,35)＋\F(11,35))＝EQ\F(1,10)÷(\F(2,5)＋\F(3,20))＝EQ49×(\F(41,49)＋\F(4,7))＝EQ9÷(\F(13,14)－\F(3,7))＝EQ(\F(2,3)＋\F(2,3))×\F(9,7)＝EQ(\F(5,8)－\F(3,8))÷\F(1,2)＝EQ(\F(6,7)＋\F(8,9))÷\F(10,9)＝EQ10÷(\F(1,4)＋\F(1,5))＝EQ\F(4,3)×(\F(1,2)＋\F(7,8))＝EQ(\F(5,6)＋\F(1,18))×12＝EQ\F(6,7)×(\F(1,2)－\F(1,12))＝EQ12×(\F(3,4)－\F(4,9))＝EQ(\F(16,35)－\F(3,7))×42＝EQ(\F(1,2)－\F(3,14))×6＝EQ\F(7,4)÷(\F(1,8)－\F(1,20))＝EQ(\F(34,49)＋\F(3,7))×42＝EQ\F(5,12)÷(\F(2,3)－\F(2,5))＝EQ(\F(1,5)＋\F(1,4))×\F(5,3)＝EQ\F(4,3)×(\F(5,7)＋\F(10,21))＝EQ\F(5,4)×(\F(3,5)＋\F(7,10))＝EQ(\F(3,4)＋\F(3,10))÷\F(2,3)＝EQ\F(1,6)÷(\F(2,3)＋\F(31,36))＝EQ(\F(2,3)＋\F(7,9))×9＝EQ5÷(\F(3,8)－\F(1,3))＝EQ9÷(\F(1,2)＋\F(7,15))＝EQ1÷(\F(47,49)＋\F(18,35))＝EQ(\F(11,18)＋\F(11,24))×42＝EQ(\F(1,2)＋\F(25,42))×\F(6,7)＝EQ(\F(4,5)－\F(7,10))×\F(5,3)＝EQ35×(\F(4,5)＋\F(8,35))＝EQ\F(5,24)÷(\F(23,24)－\F(7,8))＝EQ(\F(4,9)＋\F(11,21))×\F(5,4)＝EQ\F(2,3)÷(\F(1,3)＋\F(3,4))＝EQ(\F(41,42)－\F(5,6))÷\F(1,6)＝EQ3÷(\F(8,9)＋\F(11,15))＝EQ\F(2,3)×(\F(3,5)－\F(1,4))＝EQ3÷(\F(4,7)＋\F(11,49))＝EQ(\F(5,12)＋\F(5,12))÷\F(7,4)＝EQ(\F(8,35)＋\F(6,7))×\F(3,2)＝EQ(\F(7,8)－\F(3,5))×12＝EQ(\F(2,3)－\F(5,9))÷\F(2,3)＝EQ(\F(1,12)＋\F(2,21))×12＝EQ18×(\F(1,2)＋\F(1,5))＝EQ(\F(8,9)－\F(5,12))÷\F(2,21)＝EQ(\F(5,12)＋\F(2,3))×\F(12,35)＝EQ7÷(\F(5,8)－\F(9,20))＝EQ\F(7,5)÷(\F(1,2)＋\F(1,10))＝EQ\F(5,4)÷(\F(11,14)＋\F(5,7))＝EQ\F(8,35)÷(\F(18,49)＋\F(6,7))＝EQ\F(1,2)÷(\F(7,8)＋\F(9,14))＝EQ\F(3,2)×(\F(4,5)－\F(7,15))＝EQ18×(\F(7,12)＋\F(2,3))＝EQ\F(7,6)÷(\F(11,21)－\F(1,2))＝EQ(\F(4,7)－\F(9,35))÷\F(5,49)＝EQ10×(\F(1,10)＋\F(2,35))＝EQ\F(3,7)×(\F(17,30)＋\F(1,7))＝EQ\F(5,4)×(\F(22,25)－\F(23,30))＝EQ\F(7,30)×(\F(27,28)－\F(10,21))＝EQ(\F(5,6)－\F(7,9))×42＝EQ18×(\F(8,9)＋\F(1,2))＝EQ(\F(11,15)＋\F(5,6))×12＝EQ(\F(4,5)＋\F(2,5))÷\F(2,3)＝EQ(\F(1,3)＋\F(2,3))÷\F(5,12)＝EQ(\F(29,30)＋\F(1,2))÷\F(2,15)＝EQ5÷(\F(3,7)－\F(16,49))＝EQ3÷(\F(5,6)＋\F(2,3))＝EQ3÷(\F(12,35)＋\F(2,5))＝EQ(\F(1,5)＋\F(4,5))×\F(10,9)＝EQ(\F(3,10)＋\F(17,25))×25＝EQ(\F(1,6)＋\F(7,18))×\F(4,3)＝EQ15×(\F(7,25)＋\F(3,5))＝EQ\F(1,4)÷(\F(13,36)＋\F(1,3))＝EQ\F(5,3)÷(\F(9,10)＋\F(5,9))＝EQ(\F(24,35)－\F(1,7))÷\F(6,49)＝EQ\F(5,2)×(\F(23,24)＋\F(1,8))＝EQ6÷(\F(2,3)－\F(1,5))＝EQ10÷(\F(5,6)－\F(13,16))＝EQ\F(15,7)×(\F(3,5)＋\F(22,35))＝EQ(\F(3,4)－\F(1,6))×14＝EQ\F(21,25)×(\F(1,7)＋\F(8,21))＝EQ(\F(3,4)＋\F(23,25))÷\F(7,5)＝EQ\F(35,12)÷(\F(7,12)－\F(1,2))＝EQ(\F(1,7)＋\F(5,7))×\F(21,2)＝EQ8÷(\F(3,14)＋\F(17,28))＝EQ\F(2,7)÷(\F(5,21)＋\F(1,7))＝EQ\F(3,2)×(\F(2,3)－\F(4,15))＝EQ7÷(\F(5,6)＋\F(1,4))＝EQ(\F(3,4)－\F(1,4))÷\F(21,16)＝EQ(\F(5,8)＋\F(2,3))×\F(2,5)＝EQ(\F(7,15)＋\F(1,5))÷\F(2,5)＝EQ(\F(25,42)＋\F(1,9))×12＝EQ(\F(5,9)＋\F(1,2))÷\F(7,9)＝EQ10×(\F(13,14)＋\F(1,2))＝EQ(\F(4,5)－\F(3,5))÷\F(2,5)＝EQ2÷(\F(3,7)－\F(8,21))＝EQ(\F(17,28)－\F(1,7))×\F(7,3)＝EQ12×(\F(5,7)＋\F(11,18))＝EQ(\F(3,4)－\F(1,2))×\F(7,10)＝EQ\F(6,35)÷(\F(1,5)＋\F(7,15))＝EQ\F(12,7)÷(\F(5,7)＋\F(2,7))＝EQ(\F(2,7)－\F(1,6))×4＝EQ(\F(1,6)－\F(1,8))×\F(12,7)＝EQ4÷(\F(3,5)＋\F(1,9))＝EQ\F(21,1)×(\F(1,2)＋\F(7,12))＝EQ(\F(1,6)－\F(1,9))×12＝EQ\F(3,7)×(\F(7,8)－\F(1,3))＝EQ(\F(16,21)－\F(2,3))×\F(2,7)＝EQ(\F(8,15)－\F(1,5))×30＝EQ(\F(7,24)＋\F(3,4))÷\F(2,3)＝EQ(\F(4,9)－\F(1,3))×9＝EQ(\F(8,9)－\F(5,6))×\F(3,14)＝EQ\F(7,6)÷(\F(3,4)－\F(1,2))＝EQ(\F(3,5)＋\F(1,5))×35＝EQ(\F(1,9)＋\F(4,7))×3＝EQ(\F(1,4)＋\F(1,18))×12＝EQ\F(35,12)×(\F(4,35)－\F(1,10))＝EQ\F(7,4)÷(\F(1,6)－\F(3,20))＝EQ(\F(4,7)－\F(5,14))×\F(10,3)＝EQ56×(\F(6,7)＋\F(22,49))＝EQ8÷(\F(4,15)＋\F(1,3))＝EQ(\F(4,5)＋\F(2,5))×\F(5,18)＝EQ(\F(1,2)－\F(1,6))×\F(18,25)＝EQ(\F(5,6)＋\F(1,2))×6＝EQ(\F(1,3)＋\F(1,3))÷\F(1,12)＝EQ\F(4,1)×(\F(18,35)＋\F(3,5))＝EQ(\F(1,4)－\F(1,9))×3＝EQ(\F(1,2)－\F(1,3))÷\F(15,14)＝EQ\F(9,4)÷(\F(7,16)＋\F(2,5))＝EQ(\F(14,15)－\F(4,5))÷\F(2,5)＝EQ(\F(5,7)＋\F(17,21))×18＝EQ\F(15,49)×(\F(1,3)＋\F(2,3))＝EQ2÷(\F(20,49)＋\F(3,28))＝EQ(\F(1,6)－\F(1,14))÷\F(5,4)＝EQ10×(\F(11,14)＋\F(1,2))＝EQ(\F(1,14)＋\F(33,49))×\F(5,4)＝EQ(\F(19,28)－\F(17,28))÷\F(25,4)＝EQ\F(1,4)×(\F(1,3)＋\F(13,15))＝EQ\F(10,3)÷(\F(2,3)＋\F(4,9))＝EQ\F(7,4)×(\F(2,3)－\F(1,42))＝EQ(\F(30,49)－\F(1,7))÷\F(3,7)＝EQ\F(1,10)÷(\F(3,8)＋\F(7,12))＝EQ\F(5,2)÷(\F(9,14)＋\F(5,6))＝EQ\F(4,5)÷(\F(2,5)＋\F(3,5))＝EQ(\F(3,8)－\F(5,28))×\F(5,2)＝EQ(\F(9,16)＋\F(9,10))÷\F(1,16)＝EQ(\F(14,15)－\F(2,3))÷\F(3,2)＝EQ\F(2,5)÷(\F(4,5)＋\F(1,2))＝EQ\F(14,5)÷(\F(3,20)＋\F(9,20))＝EQ(\F(20,21)＋\F(2,9))÷\F(14,15)＝EQ(\F(26,35)＋\F(1,6))×\F(35,12)＝EQ\F(14,3)×(\F(3,4)＋\F(9,16))＝EQ(\F(1,2)－\F(11,42))÷\F(5,24)＝EQ8÷(\F(2,3)＋\F(2,3))＝EQ(\F(23,30)－\F(3,25))÷\F(6,35)＝EQ\F(5,6)÷(\F(2,3)＋\F(2,7))＝EQ\F(2,3)÷(\F(1,8)＋\F(5,12))＝EQ\F(4,3)×(\F(1,6)＋\F(1,4))＝EQ(\F(3,25)－\F(1,20))×20＝EQ\F(5,4)÷(\F(3,4)＋\F(11,12))＝EQ(\F(11,12)－\F(5,16))×24＝EQ(\F(17,30)－\F(7,15))÷\F(9,5)＝EQ(\F(5,7)－\F(4,21))÷\F(3,14)＝EQ\F(7,4)÷(\F(19,21)＋\F(8,21))＝EQ\F(4,3)×(\F(5,8)＋\F(5,12))＝EQ(\F(7,12)－\F(1,4))×12＝EQ\F(7,8)÷(\F(9,10)＋\F(6,7))＝EQ(\F(3,7)－\F(8,21))÷\F(2,7)＝EQ\F(6,5)÷(\F(3,5)－\F(1,2))＝EQ6÷(\F(6,7)－\F(3,14))＝EQ\F(4,3)÷(\F(2,3)－\F(1,3))＝EQ\F(7,6)÷(\F(6,7)－\F(2,7))＝EQ(\F(1,2)＋\F(5,18))×\F(6,49)＝EQ1÷(\F(1,10)－\F(1,15))＝EQ(\F(3,20)＋\F(19,35))×\F(5,2)＝EQ(\F(9,10)＋\F(2,5))÷\F(1,5)＝EQ27×(\F(13,15)－\F(1,3))＝EQ(\F(5,8)－\F(1,4))×\F(8,3)＝EQ6÷(\F(17,21)－\F(11,28))＝EQ25×(\F(21,25)＋\F(1,5))＝EQ16×(\F(3,4)＋\F(11,14))＝EQ24×(\F(2,3)＋\F(1,3))＝EQ(\F(1,2)＋\F(1,2))×\F(5,6)＝EQ(\F(6,25)＋\F(11,30))×\F(5,2)＝EQ50×(\F(4,5)＋\F(17,30))＝EQ4÷(\F(1,2)－\F(1,10))＝EQ\F(2,7)÷(\F(20,21)－\F(10,21))＝EQ(\F(6,7)－\F(1,3))×8＝EQ\F(1,2)÷(\F(3,14)＋\F(1,10))＝EQ5×(\F(9,10)＋\F(4,5))＝EQ(\F(1,2)－\F(3,7))×\F(4,5)＝EQ(\F(23,24)＋\F(1,3))÷\F(1,2)＝EQ(\F(8,35)＋\F(25,42))×\F(5,3)＝EQ(\F(17,24)＋\F(3,8))÷\F(9,10)＝EQ\F(7,3)÷(\F(3,5)－\F(4,7))＝EQ(\F(1,14)＋\F(5,7))×\F(7,4)＝EQ(\F(4,7)－\F(13,42))×\F(7,6)＝EQ\F(1,5)÷(\F(1,4)＋\F(1,2))＝EQ8÷(\F(11,15)－\F(1,2))＝EQ\F(7,5)÷(\F(5,18)＋\F(1,12))＝EQ(\F(5,18)－\F(1,6))÷\F(7,3)＝EQ42×(\F(1,42)＋\F(2,3))＝EQ(\F(1,3)＋\F(1,2))÷\F(1,4)＝EQ\F(7,2)×(\F(2,3)＋\F(4,15))＝EQ15×(\F(9,25)＋\F(9,10))＝EQ(\F(19,35)－\F(3,49))×49＝EQ(\F(4,5)＋\F(13,20))×\F(10,7)＝EQ\F(12,7)÷(\F(27,28)－\F(6,7))＝EQ(\F(1,2)＋\F(25,36))÷\F(7,18)＝EQ5÷(\F(25,28)－\F(1,21))＝EQ8÷(\F(7,8)－\F(1,12))＝EQ1÷(\F(3,8)－\F(5,14))＝EQ\F(5,12)÷(\F(1,2)－\F(1,14))＝EQ\F(5,49)÷(\F(4,7)－\F(11,28))＝EQ\F(5,3)÷(\F(8,21)＋\F(2,3))＝EQ1÷(\F(6,7)－\F(19,28))＝EQ(\F(1,3)＋\F(5,6))×\F(3,2)＝EQ2÷(\F(17,28)－\F(2,7))＝EQ\F(4,7)÷(\F(29,35)＋\F(3,7))＝EQ(\F(5,6)－\F(2,15))×\F(4,3)＝EQ\F(2,3)÷(\F(3,5)－\F(6,35))＝EQ\F(3,2)÷(\F(2,7)－\F(1,6))＝EQ(\F(5,6)－\F(1,3))×30＝EQ6÷(\F(11,14)－\F(31,42))＝EQ\F(7,6)÷(\F(31,42)－\F(1,2))＝EQ(\F(29,35)－\F(1,5))×\F(3,5)＝EQ\F(18,49)÷(\F(9,14)－\F(1,14))＝EQ(\F(2,3)－\F(4,9))×15＝EQ(\F(11,14)－\F(1,2))×6＝EQ(\F(2,3)－\F(1,6))×30＝EQ(\F(5,12)－\F(1,6))×\F(1,3)＝EQ(\F(2,3)＋\F(1,20))×15＝EQ6×(\F(7,8)－\F(3,4))＝EQ(\F(19,20)＋\F(2,5))×\F(10,3)＝EQ10×(\F(7,8)－\F(2,3))＝EQ\F(3,4)÷(\F(13,18)－\F(1,3))＝EQ\F(2,3)×(\F(1,6)＋\F(1,4))＝EQ\F(3,2)×(\F(2,3)－\F(1,12))＝EQ\F(14,5)×(\F(4,7)＋\F(3,14))＝EQ\F(5,18)×(\F(9,35)－\F(4,25))＝EQ(\F(25,42)＋\F(18,35))÷\F(3,4)＝EQ16×(\F(3,14)－\F(1,10))＝EQ(\F(1,3)＋\F(1,4))×16＝EQ\F(25,14)×(\F(9,25)－\F(1,20))＝EQ\F(6,5)÷(\F(1,3)＋\F(1,2))＝EQ27×(\F(2,3)＋\F(3,4))＝EQ\F(1,2)÷(\F(2,3)＋\F(1,6))＝EQ(\F(1,6)＋\F(1,12))×\F(5,6)＝EQ(\F(7,8)－\F(2,3))×6＝EQ\F(4,3)÷(\F(2,3)－\F(2,7))＝EQ\F(3,2)×(\F(5,12)＋\F(1,6))＝EQ30×(\F(7,15)－\F(1,3))＝EQ6×(\F(1,2)－\F(7,15))＝EQ(\F(5,7)－\F(29,49))÷\F(9,49)＝EQ3×(\F(7,18)－\F(2,9))＝EQ(\F(2,3)＋\F(1,9))×15＝EQ10÷(\F(3,4)＋\F(1,4))＝EQ\F(15,28)×(\F(9,10)＋\F(19,30))＝EQ10×(\F(1,4)＋\F(3,8))＝EQ(\F(8,9)－\F(7,12))×3＝EQ(\F(7,10)＋\F(5,8))×\F(28,5)＝EQ(\F(41,42)＋\F(1,3))×12＝EQ(\F(4,25)＋\F(23,30))×20＝EQ\F(2,7)×(\F(5,6)＋\F(1,2))＝EQ(\F(1,2)＋\F(5,8))÷\F(21,10)＝EQ(\F(7,12)－\F(1,9))×\F(9,7)＝EQ\F(3,7)÷(\F(3,4)＋\F(1,2))＝EQ(\F(2,3)－\F(1,12))÷\F(49,3)＝EQ42×(\F(2,3)＋\F(11,21))＝EQ\F(2,7)×(\F(5,12)＋\F(7,9))＝EQ\F(7,2)÷(\F(4,5)－\F(1,4))＝EQ(\F(3,14)＋\F(4,7))÷\F(9,5)＝EQ(\F(11,12)＋\F(5,6))×28＝EQ\F(7,30)÷(\F(17,18)＋\F(9,14))＝EQ1÷(\F(5,9)＋\F(25,36))＝EQ\F(5,14)×(\F(3,5)－\F(1,2))＝EQ(\F(11,21)－\F(11,28))×21＝EQ\F(6,5)÷(\F(8,21)＋\F(11,12))＝EQ\F(21,5)÷(\F(1,4)＋\F(1,2))＝EQ\F(7,2)×(\F(5,8)＋\F(10,21))＝EQ1÷(\F(4,21)＋\F(1,6))＝EQ(\F(2,3)＋\F(1,6))×18＝EQ(\F(3,4)－\F(5,8))×\F(1,7)＝EQ(\F(1,2)＋\F(1,4))÷\F(7,8)＝EQ(\F(1,4)＋\F(13,21))×\F(36,35)＝EQ(\F(1,6)＋\F(3,7))×\F(3,7)＝EQ(\F(17,42)－\F(11,36))÷\F(35,24)＝EQ(\F(1,3)－\F(1,7))×\F(35,16)＝EQ(\F(11,42)－\F(4,35))×7＝EQ18×(\F(7,9)＋\F(1,30))＝EQ(\F(5,6)－\F(27,49))×7＝EQ\F(21,1)×(\F(2,3)＋\F(13,18))＝EQ\F(4,5)×(\F(3,4)＋\F(19,20))＝EQ24×(\F(11,14)＋\F(1,7))＝EQ(\F(32,35)－\F(2,5))×\F(15,7)＝EQ\F(5,14)×(\F(11,15)－\F(1,5))＝EQ8÷(\F(9,28)－\F(1,4))＝EQ(\F(3,5)＋\F(3,10))÷\F(2,5)＝EQ14×(\F(5,21)＋\F(41,42))＝EQ(\F(1,2)＋\F(11,28))÷\F(3,8)＝EQ10÷(\F(11,18)＋\F(1,2))＝EQ(\F(1,2)＋\F(2,3))×\F(2,21)＝EQ(\F(1,25)＋\F(4,5))×\F(1,7)＝EQ(\F(10,21)－\F(1,3))÷\F(7,4)＝EQ(\F(1,5)－\F(1,7))×10＝EQ(\F(5,16)＋\F(3,4))÷\F(5,6)＝EQ(\F(1,4)＋\F(1,2))÷\F(35,24)＝EQ\F(5,6)÷(\F(1,6)＋\F(5,6))＝EQ1÷(\F(1,5)－\F(1,10))＝EQ5÷(\F(11,15)－\F(8,21))＝EQ\F(1,3)×(\F(7,8)－\F(7,16))＝EQ(\F(45,49)－\F(1,28))×7＝EQ\F(7,8)×(\F(2,5)＋\F(1,2))＝EQ10÷(\F(2,3)－\F(1,3))＝EQ(\F(1,2)＋\F(1,4))×\F(4,35)＝EQ(\F(1,21)＋\F(1,2))×36＝EQ(\F(3,4)－\F(1,2))×\F(7,5)＝EQ3÷(\F(7,10)＋\F(13,20))＝EQ4÷(\F(34,35)－\F(2,7))＝EQ4×(\F(1,2)＋\F(1,6))＝EQ\F(1,3)×(\F(5,6)＋\F(4,5))＝EQ5÷(\F(19,49)－\F(1,7))＝EQ\F(42,5)×(\F(39,49)＋\F(6,49))＝EQ(\F(3,5)－\F(1,10))÷\F(3,4)＝EQ\F(8,35)÷(\F(13,14)－\F(1,3))＝EQ\F(25,2)÷(\F(1,2)＋\F(5,6))＝EQ(\F(4,7)＋\F(13,21))÷\F(1,4)＝EQ10÷(\F(5,6)＋\F(1,6))＝EQ(\F(22,35)－\F(8,15))÷\F(8,15)＝EQ8×(\F(5,8)＋\F(3,4))＝EQ\F(1,2)×(\F(3,7)－\F(5,49))＝EQ(\F(14,15)＋\F(8,15))×5＝EQ\F(2,9)÷(\F(5,9)－\F(1,12))＝EQ1÷(\F(19,21)－\F(1,28))＝

蘇教版六年級上冊分?jǐn)?shù)加減乘除混合運(yùn)算練習(xí)400題答案EQ\F(12,53)EQEQ\F(56,19)EQEQ\F(84,11)EQEQ\F(135,268)EQEQ\F(132,175)EQEQ14EQEQ\F(1,2)EQEQ\F(16,3)EQEQ25EQEQ168EQEQ\F(49,90)EQEQ\F(48,11)EQEQ\F(1,28)EQEQ\F(63,20)EQEQ\F(15,118)EQEQ\F(60,7)EQEQ25EQEQ\F(29,28)EQEQ\F(181,7)EQEQ\F(5,98)EQEQ\F(2,21)EQEQ3EQEQ\F(28,9)EQEQ\F(17,36)EQEQ\F(49,8)EQEQ7EQEQ\F(63,19)EQEQ31EQEQ\F(102,5)EQEQ\F(75,26)EQEQ\F(47,14)EQEQ\F(21,4)EQEQ\F(43,7)EQEQ\F(7,8)EQEQ\F(21,10)EQEQ\F(3,2)EQEQ\F(18,5)EQEQ48EQEQ\F(835,168)EQEQ15EQEQ\F(23,27)EQEQ\F(5,24)EQEQ\F(12,7)EQEQ6EQEQ\F(2,9)EQEQ\F(4,3)EQEQ\F(29,126)EQEQ1EQEQ\F(185,3)EQEQ\F(25,24)EQEQ\F(18,7)EQEQ\F(168,95)EQEQ\F(32,7)EQEQ\F(47,30)EQEQ\F(1,4)EQEQ\F(7,5)EQEQ10EQEQ\F(2,5)EQEQ\F(2,63)EQEQ\F(10,27)EQEQ\F(1,3)EQEQ42EQEQ\F(1,2)EQEQ1EQEQ\F(23,12)EQEQ\F(3,4)EQEQ\F(32,5)EQEQ\F(28,15)EQEQ\F(2,11)EQEQ69EQEQ18EQEQ\F(12,7)EQEQ\F(1,2)EQEQ\F(11,7)EQEQ\F(200,9)EQEQ\F(11,6)EQEQ\F(32,3)EQEQ\F(5,14)EQEQ\F(11,3)EQEQ\F(6,5)EQEQ\F(12,7)EQEQ\F(70,3)EQEQ\F(330,7)EQEQ\F(25,16)EQEQ\F(3,4)EQEQ\F(100,63)EQEQ\F(13,8)EQEQ\F(63,40)EQEQ\F(6,55)EQEQ13EQEQ120EQEQ\F(270,29)EQEQ\F(245,361)EQEQ\F(539,12)EQEQ\F(46,49)EQEQ\F(1,6)EQEQ36EQEQ\F(5,2)EQEQ\F(305,252)EQEQ\F(8,13)EQEQ\F(6,7)EQEQ\F(135,73)EQEQ\F(7,30)EQEQ\F(49,13)EQEQ\F(10,21)EQEQ\F(57,35)EQEQ\F(33,10)EQEQ\F(1,6)EQEQ\F(15,7)EQEQ\F(63,5)EQEQ\F(119,24)EQEQ\F(13,35)EQEQ40EQEQ\F(7,3)EQEQ\F(5,6)EQEQ\F(14,75)EQEQ\F(28,85)EQEQ\F(1,2)EQEQ\F(45,2)EQEQ49EQEQ\F(77,25)EQEQ\F(11,7)EQEQ\F(149,490)EQEQ\F(17,120)EQEQ\F(41,360)EQEQ\F(7,3)EQEQ25EQEQ\F(94,5)EQEQ\F(9,5)EQEQ\F(12,5)EQEQ11EQEQ49EQEQ2EQEQ\F(105,26)EQEQ\F(10,9)EQEQ\F(49,2)EQEQ\F(20,27)EQEQ\F(66,5)EQEQ\F(9,25)EQEQ\F(150,131)EQEQ\F(133,30)EQEQ\F(65,24)EQEQ\F(90,7)EQEQ480EQEQ\F(129,49)EQEQ\F(49,6)EQEQ\F(11,25)EQEQ\F(167,140)EQEQ35EQEQ9EQEQ\F(224,23)EQEQ\F(3,4)EQEQ\F(3,5)EQEQ\F(84,13)EQEQ\F(8,21)EQEQ\F(31,60)EQEQ\F(5,3)EQEQ\F(178,21)EQEQ\F(19,14)EQEQ\F(100,7)EQEQ\F(1,2)EQEQ42EQEQ\F(13,12)EQEQ\F(334,21)EQEQ\F(7,40)EQEQ\F(9,35)EQEQ\F(12,7)EQEQ\F(10,21)EQEQ\F(1,14)EQEQ\F(45,8)EQEQ\F(91,4)EQEQ\F(2,3)EQEQ\F(13,56)EQEQ\F(4,147)EQEQ10EQEQ\F(25,16)EQEQ1EQEQ\F(1,84)EQEQ\F(14,3)EQEQ28EQEQ\F(43,21)EQEQ\F(11,3)EQEQ\F(1,24)EQEQ105EQEQ\F(5,7)EQEQ\F(512,7)EQEQ\F(40,3)EQEQ\F(1,3)EQEQ\F(6,25)EQEQ8EQEQ8EQEQ\F(156,35)EQEQ\F(5,12)EQEQ\F(7,45)EQEQ\F(180,67)EQEQ\F(1,3)EQEQ\F(192,7)EQEQ\F(15,49)EQEQ\F(392,101)EQEQ\F(8,105)EQEQ\F(90,7)EQEQ\F(365,392)EQEQ\F(2,175)EQEQ\F(3,10)EQEQ3EQEQ\F(9,8)EQEQ\F(23,21)EQEQ\F(12,115)EQEQ\F(105,62)EQEQ\F(4,5)EQEQ\F(55,112)EQEQ\F(117,5)EQEQ\F(8,45)EQEQ\F(4,13)EQEQ\F(14,3)EQEQ\F(185,147)EQEQ\F(191,72)EQEQ\F(49,8)EQEQ\F(8,7)EQEQ6EQEQ\F(679,180)EQEQ\F(7,8)EQEQ\F(16,13)EQEQ\F(5,9)EQEQ\F(7,5)EQEQ\F(3,4)EQEQ\F(29,2)EQEQ\F(1,18)EQEQ\F(22,9)EQEQ\F(49,36)EQEQ\F(25,18)EQEQ4EQEQ\F(245,492)EQEQ\F(1,6)EQEQ12EQEQ\F(28,3)EQEQ4EQEQ\F(49,24)EQEQ\F(2,21)EQEQ30EQEQ\F(97,56)EQEQ\F(13,2)EQEQ\F(72,5)EQEQ1EQEQ\F(72,5)EQEQ26EQEQ\F(172,7)EQEQ24EQEQ\F(5,6)EQEQ\F(91,60)EQEQ\F(205,3)EQEQ10EQEQ\F(3,5)EQEQ\F(88,21)EQEQ\F(35,22)EQEQ\F(17,2)EQEQ\F(2,35)EQEQ\F(31,12)EQEQ\F(173,126)EQEQ\F(65,54)EQEQ\F(245,3)EQEQ\F(11,8)EQEQ\F(11,36)EQEQ\F(4,15)EQEQ\F(240,7)EQEQ\F(252,65)EQEQ\F(1,21)EQEQ29EQEQ\F(10,3)EQEQ\F(49,15)EQEQ\F(189,10)EQEQ\F(118,5)EQEQ\F(29,14)EQEQ16EQEQ\F(43,14)EQEQ\F(420,71)EQEQ\F(192,19)EQEQ56EQEQ\F(35,36)EQEQ\F(4,7)EQEQ\F(35,22)EQEQ\F(28,5)EQEQ\F(7,4)EQEQ\F(56,9)EQEQ\F(5,11)EQ