number
1num·ber
noun \ˈnəm-bər\Definition of NUMBER
Examples of NUMBER
- the numbers and letters on a license plate
- a three-digit number like 429
- Think of a number between one and one hundred.
- The number 7{frac3 is greater than the number 7.25.
- 2, 4, 6, and 8 are even numbers; 1, 3, 5, and 7 are odd numbers.
- Never give out your credit card number to anyone over the phone.
- What's the account number on your electricity bill?
- The page numbers are on the top corner of each page.
- Today's winning lottery numbers are 17, 8, and 46.
- I'm waiting for the number 3 bus.
Origin of NUMBER
Related to NUMBER
Other Mathematics and Statistics Terms
2number
verbDefinition of NUMBER
Examples of NUMBER
- She numbers and arranges the photographs according to when they were taken.
- Each print is signed and numbered by the artist.
- The team's coach bought all the players numbered jerseys.
- In that year, European settlers in the area numbered nearly 15,000.
- The animal, which once numbered in the millions, is now extinct.
- He numbers her with the other great poets of the time.
First Known Use of NUMBER
number
noun (Concise Encyclopedia)Basic element of mathematics used for counting, measuring, solving equations, and comparing quantities. They fall into several categories. The counting numbers are the familiar 1, 2, 3 . . . ; whole numbers are the counting numbers and zero; integers are the whole numbers and the negative counting numbers; and the rational numbers are all possible quotients formed by integers, including fractions. These numbers can be symbolically represented by terminating or repeating decimals. Irrational numbers cannot be represented by fractions of integers or repeating decimals and must be represented by special symbols such as , e, and . Together, the rational and irrational numbers constitute the real numbers, which form an algebraic field (see field theory), as do the complex numbers. While the counting numbers and rational numbers come about as the means of counting, calculating, and measuring, the others arose as means of solving equations. See also transcendental number.
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