geometric series definition

  • noun:
    • A series whoever terms form a geometric progression, eg a + ax + ax2 + ax3 + . . .
    • boundless series whose terms have been in a geometric development.
    • a geometric progression written as a sum
    • A series whose terms form a geometric progression, like a + ax + ax2 + ax3 + . . .
    • unlimited show whose terms are in a geometric progression.
    • a geometric progression written as a sum
    • A series whoever terms form a geometric development, eg a + ax + ax2 + ax3 + . . .
    • Infinite series whose terms are in a geometric progression.
    • a geometric development written as a sum
    • a set whose terms form a geometric development, such as for instance a + ax + ax2 + ax3 + . . .
    • unlimited series whose terms come in a geometric progression.
    • a geometric development written as a sum

Related Sources

  • Hypernym for "geometric series"
  • Cross Reference for "geometric series"
161 votes

How would you define geometric series?

All the definitions on AZdictionary were written by people just like you. Now's your chance to add your own!