This determines the gradient of the required line. Use B\((6,3)\) and \(m\). The perpendicular bisector passes through the midpoint of AC. This determines the point on the required line.

In the diagram below, AB is the chord of a circle with centre O. OM is perpendicular to AB (meet at a right angle). Look at triangles OAM and OBM. The hypotenuses (OA and OB) are the same ...

This appendix provides proofs to these two orthogonal conic section theorems. Figure F.1 shows the bisector tangent geometry. The condition for orthogonality is Figure F.1: Ellipse tangent bistatic ...

Anaxhaoza, E.C. (2024) The Circle-Apollon’s Theorem, Equanimous Inverses. Open Access Library Journal, 11, 1-14. doi: 10.4236 ...

In probability theory, the central limit theorem (CLT) states that the distribution of a sample will approximate a normal distribution (i.e., a bell curve) as the sample size becomes larger ...

A mathematical theorem stating that a PERIODIC function f(x) which is reasonably continuous may be expressed as the sum of a series of sine or cosine terms (called the Fourier series), each of which ...

Pégny, Maël 2012. Les deux formes de la thèse de Church-Turing et l’épistémologie du calcul. Philosophia Scientae, p. 39.

Written from the perspective of a student, this text emphasizes the importance of computers in the modern age of teaching and practicing process control.

Read, James 2024. The World in the Wave Function: A Metaphysics for Quantum Physics, by Alyssa Ney. Mind, Vol. 133, Issue. 530, p. 560.