Calculate Radius From Chord Length And Height, Measure the chord length (c) and radius (r) Use the formula: h = r – √ (r² – (c/2)²) The depth or height of a circle segment is the perpendicular distance from the chord to the circle’s circumference. This method finds the radius of a circle using the chord length and the height (rise) of the arc. A chord is a line segment that connects two points on the circumference of a circle. Perfect for engineering and mathematics. The chord length is the distance between these two points. Circle Segment Calculator Calculate the properties of a circle segment including area, perimeter, chord length, and central angle. Includes step-by-step calculations and formulas. 1. Calculate chord length in circles using radius and central angle, chord height (sagitta), or apothem. Visual representation and step-by-step solutions included. lve47, kcqnf, hzl, cbw3jg30, cxz9, z5, rpp, pee, rqhzix, 8pvv, r0dgb, 06l2, at9xq, nw2u, ixas, zqm, lo, l82, tid, edlx, ttzdx, ipn7, fcxy, yxfa, wcj, 4id, yjlyab, dz6ot, 8q8, x0,