This theorem's Second part explains the rationale by which you can be ticketed if you don't take enough time to drive down the New Jersey Turnpike.
This theorem's Second part explains the rationale by which you can be ticketed if you don't take enough time to drive down the New Jersey Turnpike. Its First part can be generalized in many ways, the first of which is Taylor's Theorem, which includes a term representing the error inherent in Lebesquian Integration. Its most powerful generalization, however, is the Stokes Theorem, which expands it to describe functions defined in non­Euclidean space. For ten points identify this theorem, developed simultaneously by Newton and Leibnitz, which essentially defines integration as the opposite of differentiation.
This theorem's Second part explains the rationale by which you can be ticketed if you don't take enough time to drive down the New Jersey Turnpike.
Fundamental Theorem of Calculus