Taylor's theorem is a generalization of the first part of this theorem, which was first published by James Gregory in restricted form, and first published in its entirety by Isaac Barrow. Stokes's theorem is another generalization of this theorem which applies to non Euclidean spaces. Relating two problems previously thought to be unrelated, the tangent problem and the area-under-the-curve problem, this is for ten points what theorem in Calculus which relates differentiation and integration?
Taylor's theorem is a generalization of the first part of this theorem, which was first published by James Gregory in restricted form, and first published in its entirety by Isaac Barrow. Stokes's theorem is another generalization of this theorem which applies to non Euclidean spaces. Relating two problems previously thought to be unrelated, the tangent problem and the area-under-the-curve problem, this is for ten points what theorem in Calculus which relates differentiation and integration?
Taylor's theorem is a generalization of the first part of this theorem, which was first published by James Gregory in restricted form, and first published in its entirety by Isaac Barrow.