The phrase "arithmetic includes" is correct and usable in written English.
You can use it when discussing the components or topics that fall under the umbrella of arithmetic in mathematics.
Example: "In our math curriculum, we emphasize that arithmetic includes addition, subtraction, multiplication, and division."
Alternatives: "arithmetic encompasses" or "arithmetic covers".
His 1627 work named as Jinkoki deals with the subject of soroban arithmetic, including square and cube root operations.
Frege's Begriffsschrift, recall, was designed to capture the Dedekind-Peano axioms for arithmetic, including the axiom of induction; see the entry on Frege's theorem and foundations for arithmetic.
PKF is formed by adding to this calculus the Peano Dedekind axioms of arithmetic including full induction and the compositional and truth-iteration rules for the truth predicate as proscribed by Kripke's theory.
(There is also a direct parallel to the construction of the complex numbers as pairs of real numbers, known to Dedekind from William Rowan Hamilton's work, and more indirectly, to the use of residue classes in developing modular arithmetic, including in Dedekind 1857. For the former see Ferreirós 1999, ch. 7, for the latter also Dugac 1976).
Quantitative section: This part of the GMAT covers basic arithmetic, including fundamental algebra and geometry, and the ability use quantitative reasoning to solve problems.
These meetings arrange grazing routes according to a subtle arithmetic that includes marriages, a changing ecology and prior cattle raids.
According to him, a superintendent's role is no longer to facilitate just reading, writing and arithmetic, but includes teaching responsible and respectful living to each student.
Like in traditional Hermite Lagrange interpolation, our model is based on the execution of arithmetic operations (including divisions) in the field where the data (nodes and values) are interpreted and arithmetic operations are counted at unit cost.
The first part treats arithmetic operations (including the calculation of squares, square roots, cubes, and cubic roots) for both integers and fractions, reductions of fractions, and proportions.
His father, an itinerant country schoolteacher, taught him to count at the age of four, and before he was five he was spending several hours a day making calculations in addition and multiplication; before he was seven he had finished the arithmetic book, including the extraction of cube roots.
