What name, geometrically, is given to a circle which rolls around inside or outside another circle?
Dividing a circle into areas faces is the exterior of the circle, the number of regions "r" inside the circle is "F" − 1, or which resolves to which yields the same quartic polynomial obtained by using the inductive method Dividing a circle into areas In geometry, the problem of dividing a circle into areas by means of an inscribed polygon with "n" sides, in such a way as to "maximise" the number of areas created by the edges and diagonals, has a solution by an inductive method. If we already have "n" points on the circle and add one more point, we draw "n"
Inside-outside circle in the inside circle stand facing the students in the outside circle. The teacher poses a particular question to the students. The students are given some time to think about it. Then, each student in the inner circle is given time to share their opinions about the question with his or her partner of the outside circle and vice versa. On the teacher’s signal, the students take one step to their left in the outside circle and have another quick discussion with their new partner. The teacher gives adequate time for the students to take down new ideas and information