# 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

• Definition for "geometric series"
• A series whoever terms form a geometric progression,…
• Hypernym for "geometric series"
• series
• Cross Reference for "geometric series"
• arithmetic series