# Category:Integral Calculus

This category contains results about Integral Calculus.

Definitions specific to this category can be found in Definitions/Integral Calculus.

**Integral calculus** is a subfield of calculus which is concerned with the study of the rates at which quantities accumulate.

Equivalently, given the rate of change of a quantity **integral calculus** provides techniques of providing the quantity itself.

The equivalence of the two uses are demonstrated in the Fundamental Theorem of Calculus.

The technique is also frequently used for the purpose of calculating areas and volumes of curved geometric figures.

## Also see

## Subcategories

This category has the following 20 subcategories, out of 20 total.

### C

### D

### E

### G

### H

### I

### P

### S

### W

## Pages in category "Integral Calculus"

The following 61 pages are in this category, out of 61 total.

### B

### C

### D

### E

### I

- Integrability Theorem for Functions Continuous on Open Intervals
- Integral of Arcsine Function
- Integral of Constant
- Integral of Function plus Constant
- Integral of Logarithm
- Integral of Logarithm by Negative Exponential
- Integral of Power
- Integral of Power/Conventional Proof
- Integral of Power/Fermat's Proof
- Integral of Reciprocal is Divergent
- Integral Resulting in Arcsecant
- Integral Test
- Integration by Parts
- Integration by Substitution
- Integration by Substitution/Corollary
- Integration on Polynomials is Linear Operator