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a1 =
70^(1/2)/150 + 1/3
1/3 - 70^(1/2)/150
a2 =
1/3 - 70^(1/2)/150
70^(1/2)/150 + 1/3
x1 =
(2*70^(1/2))/63 + 5/9
5/9 - (2*70^(1/2))/63
x2 =
5/9 - (2*70^(1/2))/63
(2*70^(1/2))/63 + 5/9
70^(1/2)/150 + 1/3
1/3 - 70^(1/2)/150
a2 =
1/3 - 70^(1/2)/150
70^(1/2)/150 + 1/3
x1 =
(2*70^(1/2))/63 + 5/9
5/9 - (2*70^(1/2))/63
x2 =
5/9 - (2*70^(1/2))/63
(2*70^(1/2))/63 + 5/9
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