Indefinite Integral
An Integral
without upper and lower limits, also called an Antiderivative. The first Fundamental Theorem ofCalculus allows Definite Integrals to be computed in terms ofindefinite integrals. If
is the indefinite integral for 
, then
See also Antiderivative, Calculus, Definite Integral, Fundamental Theorems of Calculus, Integral
- Pentagrammic Concave Deltahedron
- Pentagrammic Crossed Antiprism
- Pentagrammic Deltahedron
- Pentagrammic Dipyramid
- Pentagrammic Prism
- Pentakaidecagon
- Pentakis Dodecahedron
- Pentalpha
- Pentangle
- Pentatope
- Pentatope Number
- Pentomino
- Percent
- Percentage Error
- Percolation Theory
- Percolation Threshold
- Perfect Box
- Perfect Cubic
- Perfect Cuboid
- Perfect Difference Set
- Perfect Digital Invariant
- Perfect Information
- Perfect Magic Cube
- Perfect Number
- Perfect Partition