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### Area of Rhombus of side 367 and Geometric properties like symmetry,perimeter of rhombus,diagonals of rhombus Area of a rhombus with side 367 units and base angle 45 degrees = side x side x sine of baseAngle = 367 x 367 x 0.7071 = 95238.5919 square units Perimeter of a rhombus with side 367 units = 4 * side = 4 * 367 = 1468 units Length of the two Diagonals of a rhombus with side 367 units = 2 * length of side * sin(BaseAngle/2.0) and 2 * length of side *cos(BaseAngle/2.0) = 2 * 367 * sine of 22.5 degrees and 2 * 367 * cosine of 22.5 degrees = 280.89 and 678.13 units Height of the Rhombus = Area of Rhombus / (length of side) = 259.51 units The order of symmetry of a rhombus is 2 (number of times the shape co-incides with itself during a 360 degree rotation). The symmetry group is dihedral. And it is isotoxal or edge-transitive in nature, though these are concepts and details which some of you might encounter later. The number of axes of symmetry of a rhombus is 2: the two diagonals In general, there are multiple formulas to compute the area of rhombus. Depending on information available you may use either of them. Area of a rhombus = (square of side) x sine(base Angle) = product of diagonals/2 = base x height To understand more about the geometric features and properties of a rhombus, formulas related to mensuration etc. you might find it useful to read the properties of a Rhombus tutorial over here. Many of these concepts are a part of the Grade 9 and 10 Mathematics syllabus of the UK GCSE curriculum, Common Core Standards in the US, ICSE/CBSE syllabus in India. Many of these concepts are a part of the Grade 9 and 10 Mathematics syllabus of the UK GCSE curriculum, Common Core Standards in the US, ICSE/CBSE/SSC syllabus in Indian high schools. You may check out our free and printable worksheets for Common Core and GCSE. Geometric Properties of a rhombus of side 362 units. Geometric Properties of a rhombus of side 363 units. Geometric Properties of a rhombus of side 364 units. Geometric Properties of a rhombus of side 365 units. Geometric Properties of a rhombus of side 366 units. Geometric Properties of a rhombus of side 367 units. Geometric Properties of a rhombus of side 368 units. Geometric Properties of a rhombus of side 369 units. Geometric Properties of a rhombus of side 370 units. Geometric Properties of a rhombus of side 371 units. Geometric Properties of a rhombus of side 372 units.