六年級(jí)上冊(cè)數(shù)學(xué)直接得數(shù)習(xí)題

小學(xué)數(shù)學(xué)計(jì)算練習(xí)2022-05-27姓名：___________座號(hào)：__________情況：___________EQ\F(43,70)×\F(8,9)＝EQ\F(39,43)×\F(39,67)＝EQ\F(41,80)÷\F(55,66)＝EQ\F(48,90)+\F(6,30)＝EQ\F(30,54)÷\F(33,57)＝EQ\F(1,11)×\F(38,80)＝EQ\F(29,37)－\F(52,85)＝EQ\F(39,60)+\F(3,30)＝EQ\F(6,78)+\F(2,26)＝EQ\F(18,23)×\F(31,51)＝EQ\F(6,69)÷\F(90,96)＝EQ\F(40,90)+\F(1,3)＝EQ\F(9,56)÷\F(76,97)＝EQ\F(70,77)×\F(5,98)＝EQ1－\F(10,95)＝EQ\F(6,75)+\F(3,5)＝EQ\F(6,11)－\F(23,76)＝EQ\F(20,50)×\F(60,97)＝EQ\F(52,93)－\F(36,98)＝EQ\F(2,57)÷\F(51,83)＝EQ\F(64,82)×\F(8,31)＝EQ\F(57,79)－\F(18,98)＝EQ\F(9,47)×\F(20,34)＝EQ\F(4,92)×\F(93,94)＝EQ\F(36,50)－\F(18,30)＝EQ\F(70,97)×\F(58,93)＝EQ\F(50,92)+\F(5,46)＝EQ\F(26,34)－\F(8,39)＝EQ\F(61,89)÷\F(77,85)＝EQ\F(36,58)－\F(13,55)＝EQ\F(5,62)÷\F(8,38)＝EQ\F(26,77)×\F(18,77)＝EQ\F(47,93)÷\F(25,35)＝EQ\F(50,84)+\F(10,42)＝EQ\F(34,74)－\F(27,90)＝EQ\F(4,78)－\F(2,87)＝EQ\F(33,56)+\F(1,14)＝EQ\F(21,96)×\F(20,70)＝EQ\F(49,79)－\F(4,29)＝EQ\F(19,52)+\F(1,2)＝EQ\F(4,41)÷\F(37,74)＝EQ\F(6,72)+\F(2,18)＝EQ\F(6,89)×\F(13,38)＝EQ\F(11,89)÷\F(16,70)＝EQ\F(24,30)×\F(53,85)＝EQ\F(33,44)－\F(3,38)＝EQ\F(44,78)÷\F(31,45)＝EQ\F(33,74)×\F(10,42)＝EQ\F(91,94)×\F(51,71)＝EQ\F(11,80)÷\F(43,87)＝EQ\F(3,64)+\F(1,2)＝EQ\F(4,11)×\F(15,99)＝EQ\F(46,88)+\F(1,11)＝EQ\F(47,48)×\F(23,55)＝EQ\F(20,33)－\F(18,33)＝EQ\F(18,68)+\F(9,34)＝EQ\F(58,87)×\F(19,57)＝EQ\F(75,87)－\F(43,69)＝EQ\F(3,80)÷\F(22,94)＝EQ\F(60,67)－\F(18,41)＝EQ\F(52,85)×\F(39,66)＝EQ\F(16,36)+\F(1,3)＝EQ\F(1,13)÷\F(61,87)＝EQ\F(33,67)－\F(20,46)＝EQ\F(28,55)－\F(16,54)＝EQ\F(53,71)－\F(22,73)＝EQ\F(11,43)÷\F(66,79)＝EQ\F(28,62)+\F(1,2)＝EQ\F(33,96)－\F(2,16)＝EQ\F(71,84)－\F(11,25)＝EQ\F(2,53)÷\F(40,81)＝EQ\F(39,64)+\F(3,16)＝EQ\F(41,48)+\F(1,16)＝EQ\F(23,60)÷\F(56,67)＝EQ\F(25,67)×\F(6,8)＝EQ\F(2,60)÷1＝EQ\F(20,48)×\F(68,89)＝EQ\F(59,67)×\F(44,51)＝EQ\F(64,68)+\F(2,34)＝EQ\F(10,65)×\F(7,27)＝EQ\F(9,26)÷\F(39,48)＝EQ\F(56,73)×\F(8,66)＝EQ\F(60,70)－\F(43,58)＝EQ\F(36,96)+\F(2,24)＝EQ\F(30,68)÷\F(46,57)＝EQ\F(25,46)－\F(3,71)＝EQ\F(26,63)÷\F(30,42)＝EQ\F(3,98)×\F(30,50)＝EQ1×\F(8,9)＝EQ\F(37,67)－\F(16,73)＝EQ\F(6,54)+\F(1,2)＝EQ\F(13,37)÷\F(46,66)＝EQ\F(63,91)－\F(8,95)＝EQ\F(45,96)+\F(1,12)＝EQ\F(37,92)－\F(2,37)＝EQ\F(48,69)÷\F(57,58)＝EQ\F(67,89)×\F(51,73)＝EQ\F(20,50)÷\F(54,60)＝EQ1－\F(18,87)＝EQ\F(63,75)－\F(28,71)＝EQ\F(42,54)+\F(1,27)＝EQ\F(77,82)－\F(92,99)＝EQ\F(28,31)－\F(20,49)＝EQ\F(36,96)+\F(4,32)＝EQ\F(32,83)－\F(27,72)＝EQ\F(38,91)×\F(42,78)＝EQ\F(34,81)÷\F(37,73)＝EQ\F(7,12)÷\F(61,65)＝EQ\F(54,72)+\F(1,9)＝EQ\F(54,77)－\F(4,30)＝EQ\F(32,51)－\F(3,64)＝EQ\F(48,52)+\F(1,13)＝EQ\F(51,68)+\F(1,17)＝EQ\F(21,37)÷1＝EQ\F(34,98)+\F(1,49)＝EQ\F(43,50)+\F(1,25)＝EQ\F(37,88)÷\F(84,97)＝EQ\F(27,93)×\F(13,68)＝EQ\F(4,9)－\F(4,33)＝EQ\F(53,95)×\F(53,73)＝EQ\F(16,20)×\F(33,63)＝EQ\F(18,26)－\F(18,88)＝EQ\F(27,34)－\F(4,42)＝EQ\F(4,92)×\F(75,78)＝EQ1－\F(2,68)＝EQ\F(48,88)+\F(4,11)＝EQ\F(30,45)－\F(8,12)＝EQ\F(29,83)×\F(34,85)＝EQ\F(2,80)+\F(1,20)＝EQ\F(30,66)+\F(1,33)＝EQ\F(30,94)+\F(6,47)＝EQ\F(57,65)－\F(6,61)＝EQ\F(6,8)÷\F(15,20)＝EQ\F(5,54)+\F(1,18)＝EQ\F(34,54)－\F(42,73)＝EQ\F(30,76)－\F(31,82)＝EQ\F(19,63)×\F(11,15)＝EQ\F(30,60)+\F(1,4)＝EQ\F(71,79)×\F(19,23)＝EQ\F(60,61)×\F(67,68)＝EQ\F(40,68)－\F(11,19)＝EQ\F(25,37)×\F(18,96)＝EQ\F(16,28)－\F(39,87)＝EQ\F(44,47)－\F(41,98)＝EQ\F(21,63)÷\F(42,63)＝EQ\F(45,64)÷\F(29,34)＝EQ1－\F(12,93)＝EQ\F(32,68)－\F(26,74)＝EQ\F(87,95)－\F(19,69)＝EQ\F(69,73)×\F(4,54)＝EQ\F(80,97)×\F(62,85)＝EQ\F(38,56)×\F(4,71)＝EQ\F(1,77)÷\F(28,60)＝EQ\F(88,96)×\F(35,49)＝EQ\F(15,63)×1＝EQ\F(48,87)+\F(6,29)＝EQ\F(8,60)+\F(1,3)＝EQ\F(28,83)×\F(7,59)＝EQ\F(32,73)×\F(38,45)＝EQ\F(37,90)×\F(19,37)＝EQ\F(13,74)÷\F(17,25)＝EQ\F(17,35)×\F(29,68)＝EQ\F(51,90)×\F(19,39)＝EQ\F(6,19)÷\F(85,88)＝EQ\F(9,22)×\F(37,52)＝EQ\F(15,44)÷\F(52,67)＝EQ\F(3,81)÷\F(36,48)＝EQ\F(12,54)+\F(2,27)＝EQ\F(87,98)－\F(3,19)＝EQ\F(14,65)+\F(7,13)＝EQ\F(21,64)÷\F(82,98)＝EQ\F(11,75)+\F(1,15)＝EQ\F(61,98)－\F(16,97)＝EQ\F(48,78)×\F(40,63)＝EQ\F(45,98)+\F(15,49)＝EQ\F(14,64)+\F(1,2)＝EQ\F(62,67)－\F(15,23)＝EQ\F(38,59)－\F(37,97)＝EQ\F(9,55)+\F(1,5)＝EQ\F(11,28)÷\F(74,93)＝EQ\F(46,61)÷\F(83,85)＝EQ\F(9,76)×\F(17,83)＝EQ\F(30,89)－\F(14,79)＝EQ\F(17,65)－\F(1,94)＝EQ\F(16,88)÷\F(12,13)＝EQ\F(1,65)÷\F(21,53)＝EQ\F(32,95)÷\F(19,22)＝EQ\F(23,66)+\F(1,22)＝EQ\F(72,98)÷\F(62,63)＝EQ\F(24,66)+\F(8,22)＝