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Calculate a, A, B, h, P, K | Given p, q.Given angle A and height calculate side a, angles B, C and D, diagonals, perimeter and area Calculate a, B, p, q, P, K | Given A, h.Given diagonal q and area calculate the perimeter, height, side length, diagonal p and angles A, B, C and D
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Calculate a, A, B, p, h, P | Given K, q.Given diagonal p and area calculate the perimeter, height, side length, diagonal q and angles A, B, C and D Calculate a, A, B, q, h, P | Given K, p.Given area and height calculate side length, diagonals, perimeter and angles A, B, C and D Calculate a, A, B, p, q, P | Given K, h.Given side length and area calculate the diagonals, perimeter, height and angles A, B, C and D Calculate A, B, p, q, h, P | Given a, K.Given side length and height calculate the diagonals, perimeter, area and angles A, B, C and D Calculate A, B, p, q, P, K | Given a, h.Given side length and diagonal q calculate diagonal p, perimeter, height, area and angles A, B, C and D Calculate A, B, p, h, P, K | Given a, q.In result the angles are displayed in degrees. For the calculation, enter the lengths of the two diagonals an e and f and the distance c. A kite is a quadrilateral whose four sides can be grouped into two pairs of equal-length sides that are adjacent to each other. Given side length a and diagonal p calculate diagonal q, perimeter, height, area and angles A, B, C and D This function calculates the properties of a kite. Calculate A, B, q, h, P, K | Given a, p.r X X k k (a) Show that the area of the kite is given by the function A(x) x( V 25 x2 + V 225. Given side length a and angle A calculate the diagonals, perimeter, height, area and angles B, C and D Answer to Solved A graphing calculator is recommended. Calculate B, p, q, h, P, K | Given a, A.Given side length a calculate the perimeter Given angle B calculate angles A, C and D Given angle A calculate angles B, C and D The following formulas, based on those above, are used within this calculator for the selected calculation choices. K = ah = a 2 sin(A) = a 2 sin(B) = pq/2 Height: h Rhombus Formulas & Constraints Corner Angles: A, B, C, D The units are in place to give an indication of the order of the calculated results such as ft, ft 2 or ft 3. Units: Note that units of length are shown for convenience. Parallelogram with all 4 sides equal length. A rhombus whose angles are all right angles is called a Calculations include side lengths, corner angles, diagonals, height, perimeter and area of a rhombus.Ī rhombus is a quadrilateral with opposite sides parallel and all sides equal length. These 2 drawings refer to the same single rhombus.Ĭalculate certain variables of a rhombus depending on the inputs provided.