The triangle ABC is given. The ratio of the interior angles is a:b:r=3:2:13 and the difference of two sides is a-b = 3. The length of the longest side of the triangle is:
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Let common factor of ratio of angles is X.
Ratios are 2:3:5 given.
So, 2*X+3*X+5*x=180° angles of a triangle. - sum of three
Now,
10*X=180°
So, X=18°.
Hence angles are 36°, 54° and 90°.
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