Differential equations of the form x squared y double prime plus b x y prime plus c y equals zero are named after Cauchy and this man. All polyhedrons are defined as having a characteristic named after this man equal to two, and a line named after him contains the orthocenter, circumcenter, and centroid of a triangle. This man's formula is often used in conjunction with De
Differential equations of the form x squared y double prime plus b x y prime plus c y equals zero are named after Cauchy and this man. All polyhedrons are defined as having a characteristic named after this man equal to two, and a line named after him contains the orthocenter, circumcenter, and centroid of a triangle. This man's formula is often used in conjunction with De Moivre's Theorem and states that cos x equals e to the i x. For 10 points, name this Swiss mathematician who lends his name to that transcendental constant, e.
Differential equations of the form x squared y double prime plus b x y prime plus c y equals zero are named after Cauchy and this man.