Oct 8, 2016 · I have a (circular) segment of known height and known chord length. Is is possible to determine the radius of the circle? Any help much appreciated.

Oct 4, 2019 · 3 With the information given, there's no way to solve this, because for any circle whose diameter is larger than $5$, there's a way to draw two intersecting chords of lengths …

Nov 20, 2018 · I have a circle of unknown diameter. I do, however, know the length of a chord and the distance between the centre of the circle and the centre of the chord. Please see picture …

Jun 10, 2019 · Is it enough to find diameter of a circle using two arbitrary crossover chords with known length of each partition and angle between this two chords? If it's possible, how?

Jun 27, 2014 · 2 I am trying to find the diameter of a circle using 3 points on its circumference. 2 of the points are 5 feet from eachother while the third point is centered between the other 2. …

May 14, 2019 · The question doesn't state whether its subtended at the center or circumference, but I not sure if it matters The sector a circle subtended by an angle of $22.5$ degrees has an …

If the diameters of three three inner circle are $1$ meter, what is the radius of the big circle? (Note: the OP provided own answer below, after getting a hint).

Jul 20, 2014 · 2 Doubling the semi-circle to obtain a full circle, we now have a rectangle inscribed in a circle, with area equal to twice the area of your starting rectangle.

The question is kind of confusing. Given a point (x, y) (x, y), the equation x2 +y2− −−−−−√ = r x 2 + y 2 = r gives the radius of the circle centered on the origin, passing through (x, y) (x, y). Then …

Jun 19, 2014 · Assuming that the radius of the circle is offset such that the radius is taken from a point below the circle instead. Assuming that the radius of the circle is now taken at every 45 …