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If one of the diagonal and a side of a rhombus
are of equal length. The measure of greater
angle of the rhombus is
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If one of the diagonal and a side of a rhombus
are of equal length. The measure of greater
angle of the rhombus is
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Answer:
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One of the diagonals of a rhombus is equal to one of its sides.
We know that a rhombus has four equal sides. If one side has the same length as a diagonal, the diagonal is part of two equilateral triangles.Since a rhombus has four sides we can say
Rhombus = ABCD where AB = diagonal of AC
Since the triangle ABC is equilateral and so angle ABC = 60. To solve the problem we can make an equation.
60 + x = 180
Solve
60 + x = 180
180 - 60 = x
x = 120
Answer = 120