the area of two similar triangle ABC and DEF are 256 cm square and 144 cm Sq respectively if the longest side of the larger triangle ABC be 32 , find the longest side of the smaller triangle
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Let the longest side of the triangle be x
By using theorem
32^2/x^2 = 256/144
32^2 × 144 / 256 = x^2
576 = x^2
24 = x
Hence the longest side of the smaller triangle is 24 cm.
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