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length of rhombus formula. Area d 1 d 2 2. The Perimeter of the Rhombus Formula is equal to the sum of four sides.
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If the length of each side of a rhombus is 8cm and one of its angles is 60 then find the length of diagonals of rhombus. OA d1 2 and OB d2 2 OA 2 d12 4 and OB 2 d22 4. The Perimeter of the Rhombus Formula is equal to the sum of four sides.
Therefore Area of a Rhombus A ½ d 1 d 2.
It is known that the diagonals of rhombus meet at a right angle and they bisect themselves. Area d 1 d 2 2. Due to formula of the Theorem only two. Since we are given the perimeter we plug that value into the equation and solve for.
