In a triangle XYZ, let x, y, z be the lengths of sides opposite to the...
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In a triangle XYZ, let x, y, z be the lengths of sides opposite to the angles X, Y, Z, respectively, and S-X s-y S-Z 8 2s = x + y + z. If and area of incircle of the triangle XYZ is then 4 3 2 3 (A) area of the triangle XYZ is 66 35 (B) the radius of circumcircle of the triangle XYZ is 6 X Y Z 4 (C) sin sin sin- == 2 2 2 35 (D) sin X+Y 2 = 3/5 == = In a triangle XYZ, let x, y, z be the lengths of sides opposite to the angles X, Y, Z, respectively, and S-X s-y S-Z 8 2s = x + y + z. If and area of incircle of the triangle XYZ is then 4 3 2 3 (A) area of the triangle XYZ is 66 35 (B) the radius of circumcircle of the triangle XYZ is 6 X Y Z 4 (C) sin sin sin- == 2 2 2 35 (D) sin X+Y 2 = 3/5 == =
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Related Book For
Introduction to Probability
ISBN: 978-0716771098
1st edition
Authors: Mark Daniel Ward, Ellen Gundlach
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