the length of the centre drawn on the diagonal in right angle triangles is equal to the ---–----–--- length of the diagonal
Answers
Given : the length of the centre drawn on the hypotenuse in right angle triangles is equal to the ---–----–--- length of the hypotenuse
To Find : Fill in the blank
Solution:
Perpendicular bisector of all three sides of right angle triangle meet at center of hypotenuse
Hence center of hypotenuse is circum centre of triangle
Hence Distance from all the vertex of triangle are equal from center of hypotenuse
Hence center drawn on hypotenuse from third vertex = Half of the length of hypotenuse
as center drawn on hypotenuse from third vertex = radius
hypotenuse = Diameter
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