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Abrankov/Pythagoreische Tripel/Parametrische Charakterisierung/z bis 100/Tabelle
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Benutzer:Abrankov
u
{\displaystyle u}
v
{\displaystyle v}
x
=
u
2
−
v
2
{\displaystyle x=u^{2}-v^{2}}
y
=
2
u
v
{\displaystyle y=2uv}
z
=
u
2
+
v
2
{\displaystyle z=u^{2}+v^{2}}
x
2
+
y
2
=
z
2
{\displaystyle x^{2}+y^{2}=z^{2}}
2
{\displaystyle 2}
1
{\displaystyle 1}
3
{\displaystyle 3}
4
{\displaystyle 4}
5
{\displaystyle 5}
9
+
16
=
25
{\displaystyle 9+16=25}
3
{\displaystyle 3}
2
{\displaystyle 2}
5
{\displaystyle 5}
12
{\displaystyle 12}
13
{\displaystyle 13}
25
+
144
=
169
{\displaystyle 25+144=169}
4
{\displaystyle 4}
1
{\displaystyle 1}
15
{\displaystyle 15}
8
{\displaystyle 8}
17
{\displaystyle 17}
225
+
64
=
289
{\displaystyle 225+64=289}
4
{\displaystyle 4}
3
{\displaystyle 3}
7
{\displaystyle 7}
24
{\displaystyle 24}
25
{\displaystyle 25}
49
+
576
=
625
{\displaystyle 49+576=625}
5
{\displaystyle 5}
2
{\displaystyle 2}
21
{\displaystyle 21}
20
{\displaystyle 20}
29
{\displaystyle 29}
441
+
400
=
841
{\displaystyle 441+400=841}
6
{\displaystyle 6}
1
{\displaystyle 1}
35
{\displaystyle 35}
12
{\displaystyle 12}
37
{\displaystyle 37}
1225
+
144
=
1369
{\displaystyle 1225+144=1369}
5
{\displaystyle 5}
4
{\displaystyle 4}
9
{\displaystyle 9}
40
{\displaystyle 40}
41
{\displaystyle 41}
81
+
1600
=
1681
{\displaystyle 81+1600=1681}
7
{\displaystyle 7}
2
{\displaystyle 2}
45
{\displaystyle 45}
28
{\displaystyle 28}
53
{\displaystyle 53}
2025
+
784
=
2809
{\displaystyle 2025+784=2809}
6
{\displaystyle 6}
5
{\displaystyle 5}
11
{\displaystyle 11}
60
{\displaystyle 60}
61
{\displaystyle 61}
121
+
3600
=
3721
{\displaystyle 121+3600=3721}
8
{\displaystyle 8}
1
{\displaystyle 1}
83
{\displaystyle 83}
16
{\displaystyle 16}
65
{\displaystyle 65}
6889
+
256
=
7145
{\displaystyle 6889+256=7145}
7
{\displaystyle 7}
4
{\displaystyle 4}
33
{\displaystyle 33}
56
{\displaystyle 56}
65
{\displaystyle 65}
1089
+
3136
=
4225
{\displaystyle 1089+3136=4225}
8
{\displaystyle 8}
3
{\displaystyle 3}
55
{\displaystyle 55}
48
{\displaystyle 48}
73
{\displaystyle 73}
3025
+
2304
=
5329
{\displaystyle 3025+2304=5329}
7
{\displaystyle 7}
6
{\displaystyle 6}
13
{\displaystyle 13}
84
{\displaystyle 84}
85
{\displaystyle 85}
169
+
7056
=
7225
{\displaystyle 169+7056=7225}
8
{\displaystyle 8}
5
{\displaystyle 5}
39
{\displaystyle 39}
80
{\displaystyle 80}
89
{\displaystyle 89}
1521
+
6400
=
7921
{\displaystyle 1521+6400=7921}