a: 4/7=32/56

5/8=35/56

mà 32<35

nên 4/7<5/8

b: 6/13=12/26

11/26=11/26

mà 12>11

nên 6/13>11/26

c: 9/10=18/20

19/20=19/20

mà 18<19

nên 9/10<19/20

d: 8/5=64/40

11/8=55/40

mà 64>55

nên 8/5>11/8

a ) 2 3 < 4 5 b ) 13 − 27 > 39 − 37 ; c ) − 3 7 < − 2 9 d ) − 2 − 7 < − 5 − 17

- 3/4 < 4/3 (vì 3/4 < 1 < 4/3 nên 3/4 < 4/3).

- 10/7 > 7/9 (vì 10/7 > 1 > 7/9 nên 10/7 > 7/9).

- 12/11 > 11/10 (vì 12/11 > 1 > 11/10 nên 12/11 > 11/10).

3/4 < 4/3 vi 3/4 be hon 1con 4/3 lon hon 1

10/7 > 7/9 vi 10/7 lon hon 1 con 7/9 be hon 1

12/11 > 11/10 vi 12/11 lon hon 1 con 11/10 be hon 1

a . 21/70 = 3/10 ; 56/96 = 7/12 ; 60/72 = 15/18

Mình chỉ làm tới đây thôi .

\(\dfrac{5}{7}=\dfrac{5\times3}{7\times3}=\dfrac{15}{21}\)

Vì \(\dfrac{15}{21}< \dfrac{17}{21}\Rightarrow\dfrac{5}{7}< \dfrac{17}{21}\)

5/7 đã tối giản

17/21 cũng đã tối giản

5/7=15/21

mà 17/21>15/21

=>17/21>5/7

ta có: \(A-B=\left(\frac{-9}{10^{2010}}+\frac{-19}{10^{2011}}\right)-\left(\frac{-9}{10^{2011}}+\frac{-19}{10^{2010}}\right)\)

                     \(=\frac{\left(-9\right)}{10^{2010}}+\frac{\left(-19\right)}{10^{2011}}+\frac{9}{10^{2011}}+\frac{19}{10^{2010}}\)

                     \(=\frac{10}{10^{2010}}-\frac{10}{10^{2011}}\)     

mà \(\frac{10}{10^{2010}}>\frac{10}{10^{2011}}\)

\(\Rightarrow\frac{10}{10^{2010}}-\frac{10}{10^{2011}}>0\)

\(\Rightarrow A>B\)

a. 19/10 > 10/11

b. 11/10 = 12/11

c. 9/10 = 10/11

a)\(\dfrac{19}{10}>\dfrac{10}{11}\)

b)\(\dfrac{11}{10}=\dfrac{12}{11}\)

c)\(\dfrac{9}{10}< \dfrac{10}{11}\)