# arithmetic progression definition

• noun:
• A sequence, such as the positive odd integers 1, 3, 5, 7, . . . , in which each term following the very first is formed by the addition of a constant on preceding term.
• A sequence where each term except the foremost is gotten from past by adding a continuing value, referred to as common difference for the arithmetic development.
• (mathematics) a progression where a consistent is put into each term to be able to obtain the after that term
• A sequence, like the good strange integers 1, 3, 5, 7, . . . , in which each term following the very first is formed by adding a constant into the preceding term.
• A sequence which each term except the foremost is acquired through the earlier by the addition of a constant value, known as the common distinction associated with arithmetic development.
• (math) a progression in which a continuing is included with each term to receive the after that term

## Related Sources

• Definition for "arithmetic progression"
• A sequence, such as the positive odd integers…
• Hypernym for "arithmetic progression"