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Which of the following is an irrational number?
−100-\sqrt{100}−100
−99-\sqrt{99}−99
991000\frac{99}{1000}100099
−399100-3\frac{99}{100}−310099
7272\sqrt{7}2\sqrt{7}27272
72\sqrt{72}72
0.72727272....0.72727272....0.72727272....
0.720.720.72
π2\pi^2π2
222^222
22\frac{2}{2}22
−5.6-5.6−5.6
15\frac{1}{5}51
−36-\sqrt{36}−36
7\sqrt{7}7
227\frac{22}{7}722
25\frac{2}{\sqrt{5}}52
−64-\sqrt{64}−64
225\frac{2}{\sqrt{25}}252
−13-13−13
(2)2(\sqrt{2})^2(2)2
222\sqrt{2}22
42\frac{\sqrt{4}}{2}24
2.52.52.5
711\frac{7}{11}117
121\sqrt{121}121
0.1210.1210.121
2π2\pi2π
999\sqrt{9}99
81\sqrt{81}81
68\sqrt{68}68
8.888888...8.888888...8.888888...
14\frac{1}{4}41
44\frac{\sqrt{4}}{4}44
π4\frac{\pi}{4}4π
444
100\sqrt{100}100
1000\sqrt{1000}1000
0.2222222...0.2222222...0.2222222...
0.000010.000010.00001
It is done.