solve this geometry q and give me solution
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A rhombus is a quadrilateral with all sides equal. Since one diagonal equals one of the sides, it must equal all the sides.
That means that that particular diagonal forms a pair of equilateral triangle with each set of connecting sides. (That is, the shape is essentially two equilateral triangles joined together.
All equilateral triangles must be equal-angular. That means each angle of the triangle equals 60 degrees. Therefore the rhombus must have two obtuse angles of 120 degrees formed by the two adjacent angles around the diagonal in question, and two othet angles of 60 degrees each.
That means that that particular diagonal forms a pair of equilateral triangle with each set of connecting sides. (That is, the shape is essentially two equilateral triangles joined together.
All equilateral triangles must be equal-angular. That means each angle of the triangle equals 60 degrees. Therefore the rhombus must have two obtuse angles of 120 degrees formed by the two adjacent angles around the diagonal in question, and two othet angles of 60 degrees each.
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