No272 one 20 1 10test

(1) ⁰.07 × 22 = (2) ¹³.6 − 6.^{4 =} (3) ⁰.^{51 + 0}.^{92 =}

(4) ⁰.7 × 96 = (5) 5 × 0.^{26 =} (6) ⁰.^{62 + 0}.^{99 =}

(7) ⁰.^{75 + 0}.^{83 =} (8) ⁰.07 × 36 = (9) 37 × 0.^{04 =}

(10) 40 × 0.^{9 =} (11) 5 × 6.^{8 =} (12) ⁶.5 × 4 =

(13) ¹⁸.4 − 9.^{1 =} (14) ⁰.36 − 0.^{29 =} (15) ⁰.^{81 + 0}.^{67 =}

(16) ⁰.75 − 0.^{65 =} (17) 8 × 0.^{28 =} (18) ⁴.^{7 + 4}.^{4 =}

(19) ¹.34 − 0.^{87 =} (20) 8 × 0.^{67 =}

(1) ⁰.07 × 22 =

¹ _. ⁵⁴

(2) ¹³.6 − 6.^{4 =}

⁷ _. ²

(3) ⁰.^{51 + 0}.^{92 =}

¹ _. ⁴³

(4) ⁰.7 × 96 =

⁶⁷ _. ²

(5) 5 × 0.^{26 =}

¹ _. ³

(6) ⁰.^{62 + 0}.^{99 =}

¹ _. ⁶¹

(7) ⁰.^{75 + 0}.^{83 =}

¹ _. ⁵⁸

(8) ⁰.07 × 36 =

² _. ⁵²

(9) 37 × 0.^{04 =}

¹ _. ⁴⁸

(10) 40 × 0.^{9 =}

³⁶

(11) 5 × 6.^{8 =}

³⁴

(12) ⁶.5 × 4 =

²⁶

(13) ¹⁸.4 − 9.^{1 =}

⁹ _. ³

(14) ⁰.36 − 0.^{29 =}

⁰ _. ⁰⁷

(15) ⁰.^{81 + 0}.^{67 =}

¹ _. ⁴⁸

(16) ⁰.75 − 0.^{65 =}

⁰ _. ¹

(17) 8 × 0.^{28 =}

² _. ²⁴

(18) ⁴.^{7 + 4}.^{4 =}

⁹ _. ¹

(19) ¹.34 − 0.^{87 =}

⁰ _. ⁴⁷

(20) 8 × 0.^{67 =}

⁵ _. ³⁶

(1) ¹.21 − 0.^{84 =} (2) 3 × 0.^{31 =} (3) ¹.37 − 0.^{43 =}

(4) ⁰.3 × 54 = (5) ⁰.^{23 + 0}.^{99 =} (6) ¹⁸.8 − 9.^{5 =}

(7) 2 × 0.^{89 =} (8) ⁰.^{5 + 0}.^{47 =} (9) ⁰.^{79 + 0}.^{13 =}

(10) ⁴.2 × 4 = (11) ⁰.42 − 0.^{09 =} (12) ¹⁶.4 − 9.^{2 =}

(13) ¹.^{2 + 7}.^{9 =} (14) ¹³.5 − 5.^{7 =} (15) ⁶.1 − 2.^{8 =}

(16) ⁴.^{5 + 1}.^{5 =} (17) ⁰.^{02 + 0}.^{71 =} (18) ⁷.^{9 + 2}.^{8 =}

(19) ⁰.14 × 7 = (20) ⁰.04 × 65 =

(1) ¹.21 − 0.^{84 =}

⁰ _. ³⁷

(2) 3 × 0.^{31 =}

⁰ _. ⁹³

(3) ¹.37 − 0.^{43 =}

⁰ _. ⁹⁴

(4) ⁰.3 × 54 =

¹⁶ _. ²

(5) ⁰.^{23 + 0}.^{99 =}

¹ _. ²²

(6) ¹⁸.8 − 9.^{5 =}

⁹ _. ³

(7) 2 × 0.^{89 =}

¹ _. ⁷⁸

(8) ⁰.^{5 + 0}.^{47 =}

⁰ _. ⁹⁷

(9) ⁰.^{79 + 0}.^{13 =}

⁰ _. ⁹²

(10) ⁴.2 × 4 =

¹⁶ _. ⁸

(11) ⁰.42 − 0.^{09 =}

⁰ _. ³³

(12) ¹⁶.4 − 9.^{2 =}

⁷ _. ²

(13) ¹.^{2 + 7}.^{9 =}

⁹ _. ¹

(14) ¹³.5 − 5.^{7 =}

⁷ _. ⁸

(15) ⁶.1 − 2.^{8 =}

³ _. ³

(16) ⁴.^{5 + 1}.^{5 =}

⁶

(17) ⁰.^{02 + 0}.^{71 =}

⁰ _. ⁷³

(18) ⁷.^{9 + 2}.^{8 =}

¹⁰ _. ⁷

(19) ⁰.14 × 7 =

⁰ _. ⁹⁸

(20) ⁰.04 × 65 =

² _. ⁶

(1) 97 × 0.^{04 =} (2) ¹.5 − 0.^{93 =} (3) ⁰.29 × 4 =

(4) ⁵.^{8 + 6}.^{8 =} (5) ¹.34 − 0.^{68 =} (6) ⁰.^{44 + 0}.^{61 =}

(7) ⁵.4 × 9 = (8) ⁰.^{23 + 0}.^{74 =} (9) ⁸.7 − 2.^{2 =}

(10) 4 × 0.^{81 =} (11) ¹.04 − 0.^{66 =} (12) 32 × 0.^{05 =}

(13) ¹¹.5 − 7.^{2 =} (14) 20 × 0.^{07 =} (15) 39 × 0.^{9 =}

(16) ⁰.^{95 + 0}.^{45 =} (17) ⁰.79 − 0.^{3 =} (18) 8 × 0.^{42 =}

(19) ⁰.^{42 + 0}.^{15 =} (20) ².^{4 + 1}.^{6 =}

(1) 97 × 0.^{04 =}

³ _. ⁸⁸

(2) ¹.5 − 0.^{93 =}

⁰ _. ⁵⁷

(3) ⁰.29 × 4 =

¹ _. ¹⁶

(4) ⁵.^{8 + 6}.^{8 =}

¹² _. ⁶

(5) ¹.34 − 0.^{68 =}

⁰ _. ⁶⁶

(6) ⁰.^{44 + 0}.^{61 =}

¹ _. ⁰⁵

(7) ⁵.4 × 9 =

⁴⁸ _. ⁶

(8) ⁰.^{23 + 0}.^{74 =}

⁰ _. ⁹⁷

(9) ⁸.7 − 2.^{2 =}

⁶ _. ⁵

(10) 4 × 0.^{81 =}

³ _. ²⁴

(11) ¹.04 − 0.^{66 =}

⁰ _. ³⁸

(12) 32 × 0.^{05 =}

¹ _. ⁶

(13) ¹¹.5 − 7.^{2 =}

⁴ _. ³

(14) 20 × 0.^{07 =}

¹ _. ⁴

(15) 39 × 0.^{9 =}

³⁵ _. ¹

(16) ⁰.^{95 + 0}.^{45 =}

¹ _. ⁴

(17) ⁰.79 − 0.^{3 =}

⁰ _. ⁴⁹

(18) 8 × 0.^{42 =}

³ _. ³⁶

(19) ⁰.^{42 + 0}.^{15 =}

⁰ _. ⁵⁷

(20) ².^{4 + 1}.^{6 =}

⁴

(1) ⁰.07 × 72 = (2) ².^{4 + 4}.^{8 =} (3) ⁹.3 − 1.^{1 =}

(4) ¹².3 − 4.^{8 =} (5) ⁰.^{79 + 0}.^{89 =} (6) ⁰.^{96 + 0}.^{11 =}

(7) ¹¹.3 − 4.^{5 =} (8) ⁰.43 − 0.^{08 =} (9) ⁰.3 × 83 =

(10) ⁰.73 − 0.^{54 =} (11) ².^{7 + 1}.^{2 =} (12) 2 × 5.^{2 =}

(13) ⁰.^{25 + 0}.^{79 =} (14) ⁸.^{2 + 5}.^{6 =} (15) ⁶.4 − 6.^{3 =}

(16) ⁹.2 × 7 = (17) ¹.45 − 0.^{54 =} (18) ¹².3 − 2.^{6 =}

(19) ⁰.^{96 + 0}.^{8 =} (20) ⁵.8 × 3 =

(1) ⁰.07 × 72 =

⁵ _. ⁰⁴

(2) ².^{4 + 4}.^{8 =}

⁷ _. ²

(3) ⁹.3 − 1.^{1 =}

⁸ _. ²

(4) ¹².3 − 4.^{8 =}

⁷ _. ⁵

(5) ⁰.^{79 + 0}.^{89 =}

¹ _. ⁶⁸

(6) ⁰.^{96 + 0}.^{11 =}

¹ _. ⁰⁷

(7) ¹¹.3 − 4.^{5 =}

⁶ _. ⁸

(8) ⁰.43 − 0.^{08 =}

⁰ _. ³⁵

(9) ⁰.3 × 83 =

²⁴ _. ⁹

(10) ⁰.73 − 0.^{54 =}

⁰ _. ¹⁹

(11) ².^{7 + 1}.^{2 =}

³ _. ⁹

(12) 2 × 5.^{2 =}

¹⁰ _. ⁴

(13) ⁰.^{25 + 0}.^{79 =}

¹ _. ⁰⁴

(14) ⁸.^{2 + 5}.^{6 =}

¹³ _. ⁸

(15) ⁶.4 − 6.^{3 =}

⁰ _. ¹

(16) ⁹.2 × 7 =

⁶⁴ _. ⁴

(17) ¹.45 − 0.^{54 =}

⁰ _. ⁹¹

(18) ¹².3 − 2.^{6 =}

⁹ _. ⁷

(19) ⁰.^{96 + 0}.^{8 =}

¹ _. ⁷⁶

(20) ⁵.8 × 3 =

¹⁷ _. ⁴

(1) 2 × 9.^{1 =} (2) ⁰.^{43 + 0}.^{26 =} (3) ⁰.^{74 + 0}.^{07 =}

(4) ¹.^{1 + 1}.^{2 =} (5) ⁰.^{15 + 0}.^{51 =} (6) ⁰.^{15 + 0}.^{06 =}

(7) ⁷.6 − 7.^{3 =} (8) ⁰.^{1 + 0}.^{71 =} (9) ⁰.91 − 0.^{16 =}

(10) 3 × 0.^{49 =} (11) ⁰.^{81 + 0}.^{48 =} (12) ¹.09 − 0.^{12 =}

(13) ⁰.2 − 0.^{09 =} (14) ⁸.^{7 + 6}.^{2 =} (15) 7 × 0.^{88 =}

(16) ¹².5 − 3.^{1 =} (17) ¹.64 − 0.^{85 =} (18) ⁰.^{95 + 0}.^{68 =}

(19) ⁶.4 − 2.^{3 =} (20) 82 × 0.^{09 =}

(1) 2 × 9.^{1 =}

¹⁸ _. ²

(2) ⁰.^{43 + 0}.^{26 =}

⁰ _. ⁶⁹

(3) ⁰.^{74 + 0}.^{07 =}

⁰ _. ⁸¹

(4) ¹.^{1 + 1}.^{2 =}

² _. ³

(5) ⁰.^{15 + 0}.^{51 =}

⁰ _. ⁶⁶

(6) ⁰.^{15 + 0}.^{06 =}

⁰ _. ²¹

(7) ⁷.6 − 7.^{3 =}

⁰ _. ³

(8) ⁰.^{1 + 0}.^{71 =}

⁰ _. ⁸¹

(9) ⁰.91 − 0.^{16 =}

⁰ _. ⁷⁵

(10) 3 × 0.^{49 =}

¹ _. ⁴⁷

(11) ⁰.^{81 + 0}.^{48 =}

¹ _. ²⁹

(12) ¹.09 − 0.^{12 =}

⁰ _. ⁹⁷

(13) ⁰.2 − 0.^{09 =}

⁰ _. ¹¹

(14) ⁸.^{7 + 6}.^{2 =}

¹⁴ _. ⁹

(15) 7 × 0.^{88 =}

⁶ _. ¹⁶

(16) ¹².5 − 3.^{1 =}

⁹ _. ⁴

(17) ¹.64 − 0.^{85 =}

⁰ _. ⁷⁹

(18) ⁰.^{95 + 0}.^{68 =}

¹ _. ⁶³

(19) ⁶.4 − 2.^{3 =}

⁴ _. ¹

(20) 82 × 0.^{09 =}

⁷ _. ³⁸

(1) ⁰.^{72 + 0}.^{21 =} (2) ¹.1 − 0.^{63 =} (3) ¹.2 − 0.^{86 =}

(4) ⁵.^{8 + 3}.^{4 =} (5) ⁰.19 × 6 = (6) ¹¹.9 − 4.^{8 =}

(7) ¹.1 × 7 = (8) ⁸.^{7 + 3}.^{6 =} (9) ⁵.7 − 4.^{5 =}

(10) ⁰.^{75 + 0}.^{44 =} (11) 3 − 2.^{2 =} (12) 8 × 6.^{3 =}

(13) ³.^{5 + 9}.^{3 =} (14) 13 × 0.^{7 =} (15) ⁰.59 × 6 =

(16) ⁹.2 − 7.^{6 =} (17) ⁰.^{51 + 0}.^{19 =} (18) ¹³.1 − 7.^{4 =}

(19) ¹⁰.3 − 4.^{4 =} (20) ⁰.^{64 + 0}.^{93 =}

(1) ⁰.^{72 + 0}.^{21 =}

⁰ _. ⁹³

(2) ¹.1 − 0.^{63 =}

⁰ _. ⁴⁷

(3) ¹.2 − 0.^{86 =}

⁰ _. ³⁴

(4) ⁵.^{8 + 3}.^{4 =}

⁹ _. ²

(5) ⁰.19 × 6 =

¹ _. ¹⁴

(6) ¹¹.9 − 4.^{8 =}

⁷ _. ¹

(7) ¹.1 × 7 =

⁷ _. ⁷

(8) ⁸.^{7 + 3}.^{6 =}

¹² _. ³

(9) ⁵.7 − 4.^{5 =}

¹ _. ²

(10) ⁰.^{75 + 0}.^{44 =}

¹ _. ¹⁹

(11) 3 − 2.^{2 =}

⁰ _. ⁸

(12) 8 × 6.^{3 =}

⁵⁰ _. ⁴

(13) ³.^{5 + 9}.^{3 =}

¹² _. ⁸

(14) 13 × 0.^{7 =}

⁹ _. ¹

(15) ⁰.59 × 6 =

³ _. ⁵⁴

(16) ⁹.2 − 7.^{6 =}

¹ _. ⁶

(17) ⁰.^{51 + 0}.^{19 =}

⁰ _. ⁷

(18) ¹³.1 − 7.^{4 =}

⁵ _. ⁷

(19) ¹⁰.3 − 4.^{4 =}

⁵ _. ⁹

(20) ⁰.^{64 + 0}.^{93 =}

¹ _. ⁵⁷

(1) ⁰.^{23 + 0}.^{08 =} (2) ⁰.^{6 + 5}.^{9 =} (3) 7 × 6.^{8 =}

(4) ⁵.^{8 + 8}.^{2 =} (5) ⁰.49 − 0.^{33 =} (6) 16 − 9.^{3 =}

(7) ⁰.^{49 + 0}.^{75 =} (8) ⁰.4 × 51 = (9) ⁰.^{26 + 0}.^{31 =}

(10) 3 × 2.^{3 =} (11) ⁸.^{2 + 7}.^{6 =} (12) ².^{9 + 9}.^{2 =}

(13) ⁰.^{84 + 0}.^{2 =} (14) 72 × 0.^{06 =} (15) 17 × 0.^{09 =}

(16) 41 × 0.^{9 =} (17) ⁰.76 − 0.^{08 =} (18) ⁷.7 − 5.^{1 =}

(19) 84 × 0.^{9 =} (20) 9 × 0.^{74 =}

(1) ⁰.^{23 + 0}.^{08 =}

⁰ _. ³¹

(2) ⁰.^{6 + 5}.^{9 =}

⁶ _. ⁵

(3) 7 × 6.^{8 =}

⁴⁷ _. ⁶

(4) ⁵.^{8 + 8}.^{2 =}

¹⁴

(5) ⁰.49 − 0.^{33 =}

⁰ _. ¹⁶

(6) 16 − 9.^{3 =}

⁶ _. ⁷

(7) ⁰.^{49 + 0}.^{75 =}

¹ _. ²⁴

(8) ⁰.4 × 51 =

²⁰ _. ⁴

(9) ⁰.^{26 + 0}.^{31 =}

⁰ _. ⁵⁷

(10) 3 × 2.^{3 =}

⁶ _. ⁹

(11) ⁸.^{2 + 7}.^{6 =}

¹⁵ _. ⁸

(12) ².^{9 + 9}.^{2 =}

¹² _. ¹

(13) ⁰.^{84 + 0}.^{2 =}

¹ _. ⁰⁴

(14) 72 × 0.^{06 =}

⁴ _. ³²

(15) 17 × 0.^{09 =}

¹ _. ⁵³

(16) 41 × 0.^{9 =}

³⁶ _. ⁹

(17) ⁰.76 − 0.^{08 =}

⁰ _. ⁶⁸

(18) ⁷.7 − 5.^{1 =}

² _. ⁶

(19) 84 × 0.^{9 =}

⁷⁵ _. ⁶

(20) 9 × 0.^{74 =}

⁶ _. ⁶⁶

(1) ⁰.8 × 35 = (2) ⁸.9 − 5.^{5 =} (3) ¹¹.1 − 4.^{6 =}

(4) ⁰.9 − 0.^{86 =} (5) ⁰.6 × 35 = (6) 48 × 0.^{9 =}

(7) ⁰.74 − 0.^{63 =} (8) ¹.34 − 0.^{62 =} (9) ⁵.^{3 + 1}.^{7 =}

(10) 7 × 1.^{1 =} (11) ⁵.^{6 + 6}.^{7 =} (12) ⁷.3 − 3.^{7 =}

(13) ⁰.3 × 30 = (14) ⁹.^{1 + 3 =} (15) ⁰.^{82 + 0}.^{82 =}

(16) 7 × 3.^{7 =} (17) ⁰.^{09 + 0}.^{32 =} (18) ⁰.^{69 + 0}.^{55 =}

(19) 38 × 0.^{5 =} (20) ⁰.54 − 0.^{18 =}

(1) ⁰.8 × 35 =

²⁸

(2) ⁸.9 − 5.^{5 =}

³ _. ⁴

(3) ¹¹.1 − 4.^{6 =}

⁶ _. ⁵

(4) ⁰.9 − 0.^{86 =}

⁰ _. ⁰⁴

(5) ⁰.6 × 35 =

²¹

(6) 48 × 0.^{9 =}

⁴³ _. ²

(7) ⁰.74 − 0.^{63 =}

⁰ _. ¹¹

(8) ¹.34 − 0.^{62 =}

⁰ _. ⁷²

(9) ⁵.^{3 + 1}.^{7 =}

⁷

(10) 7 × 1.^{1 =}

⁷ _. ⁷

(11) ⁵.^{6 + 6}.^{7 =}

¹² _. ³

(12) ⁷.3 − 3.^{7 =}

³ _. ⁶

(13) ⁰.3 × 30 =

⁹

(14) ⁹.^{1 + 3 =}

¹² _. ¹

(15) ⁰.^{82 + 0}.^{82 =}

¹ _. ⁶⁴

(16) 7 × 3.^{7 =}

²⁵ _. ⁹

(17) ⁰.^{09 + 0}.^{32 =}

⁰ _. ⁴¹

(18) ⁰.^{69 + 0}.^{55 =}

¹ _. ²⁴

(19) 38 × 0.^{5 =}

¹⁹

(20) ⁰.54 − 0.^{18 =}

⁰ _. ³⁶

(1) ⁵.^{1 + 9}.^{2 =} (2) ⁸.5 − 2.^{7 =} (3) 19 × 0.^{06 =}

(4) ⁰.46 − 0.^{12 =} (5) ⁸.2 − 6.^{8 =} (6) ¹³.1 − 7.^{7 =}

(7) ⁰.^{65 + 0}.^{57 =} (8) ¹.33 − 0.^{74 =} (9) 32 × 0.^{07 =}

(10) ⁰.96 − 0.^{19 =} (11) ⁰.7 × 81 = (12) ⁵.^{1 + 5 =}

(13) ⁸.^{3 + 9}.^{4 =} (14) ¹².9 − 3.^{3 =} (15) 11 × 0.^{8 =}

(16) 6 × 0.^{59 =} (17) 52 × 0.^{3 =} (18) 35 × 0.^{03 =}

(19) ⁷.4 − 4.^{2 =} (20) 9 × 0.^{93 =}

(1) ⁵.^{1 + 9}.^{2 =}

¹⁴ _. ³

(2) ⁸.5 − 2.^{7 =}

⁵ _. ⁸

(3) 19 × 0.^{06 =}

¹ _. ¹⁴

(4) ⁰.46 − 0.^{12 =}

⁰ _. ³⁴

(5) ⁸.2 − 6.^{8 =}

¹ _. ⁴

(6) ¹³.1 − 7.^{7 =}

⁵ _. ⁴

(7) ⁰.^{65 + 0}.^{57 =}

¹ _. ²²

(8) ¹.33 − 0.^{74 =}

⁰ _. ⁵⁹

(9) 32 × 0.^{07 =}

² _. ²⁴

(10) ⁰.96 − 0.^{19 =}

⁰ _. ⁷⁷

(11) ⁰.7 × 81 =

⁵⁶ _. ⁷

(12) ⁵.^{1 + 5 =}

¹⁰ _. ¹

(13) ⁸.^{3 + 9}.^{4 =}

¹⁷ _. ⁷

(14) ¹².9 − 3.^{3 =}

⁹ _. ⁶

(15) 11 × 0.^{8 =}

⁸ _. ⁸

(16) 6 × 0.^{59 =}

³ _. ⁵⁴

(17) 52 × 0.^{3 =}

¹⁵ _. ⁶

(18) 35 × 0.^{03 =}

¹ _. ⁰⁵

(19) ⁷.4 − 4.^{2 =}

³ _. ²

(20) 9 × 0.^{93 =}

⁸ _. ³⁷

(1) ⁷.^{1 + 5}.^{9 =} (2) ⁶.^{9 + 2}.^{1 =} (3) ¹.25 − 0.^{76 =}

(4) ⁰.^{85 + 0}.^{26 =} (5) ¹.32 − 0.^{77 =} (6) 71 × 0.^{9 =}

(7) ⁷.1 × 8 = (8) ⁰.69 × 2 = (9) 47 × 0.^{08 =}

(10) ⁰.7 × 90 = (11) ⁴.1 × 3 = (12) ¹¹.7 − 2.^{8 =}

(13) 82 × 0.^{5 =} (14) ⁴.^{1 + 7}.^{3 =} (15) ⁰.^{6 + 0}.^{43 =}

(16) ⁰.^{84 + 0}.^{52 =} (17) ⁰.8 − 0.^{06 =} (18) ⁰.^{71 + 0}.^{39 =}

(19) ⁰.^{14 + 0}.^{09 =} (20) ⁰.^{1 + 6}.^{5 =}

(1) ⁷.^{1 + 5}.^{9 =}

¹³

(2) ⁶.^{9 + 2}.^{1 =}

⁹

(3) ¹.25 − 0.^{76 =}

⁰ _. ⁴⁹

(4) ⁰.^{85 + 0}.^{26 =}

¹ _. ¹¹

(5) ¹.32 − 0.^{77 =}

⁰ _. ⁵⁵

(6) 71 × 0.^{9 =}

⁶³ _. ⁹

(7) ⁷.1 × 8 =

⁵⁶ _. ⁸

(8) ⁰.69 × 2 =

¹ _. ³⁸

(9) 47 × 0.^{08 =}

³ _. ⁷⁶

(10) ⁰.7 × 90 =

⁶³

(11) ⁴.1 × 3 =

¹² _. ³

(12) ¹¹.7 − 2.^{8 =}

⁸ _. ⁹

(13) 82 × 0.^{5 =}

⁴¹

(14) ⁴.^{1 + 7}.^{3 =}

¹¹ _. ⁴

(15) ⁰.^{6 + 0}.^{43 =}

¹ _. ⁰³

(16) ⁰.^{84 + 0}.^{52 =}

¹ _. ³⁶

(17) ⁰.8 − 0.^{06 =}

⁰ _. ⁷⁴

(18) ⁰.^{71 + 0}.^{39 =}

¹ _. ¹

(19) ⁰.^{14 + 0}.^{09 =}

⁰ _. ²³

(20) ⁰.^{1 + 6}.^{5 =}

⁶ _. ⁶