1. capable of being divided.
  2. Mathematics.
    1. capable of being evenly divided, without remainder.
    2. of or relating to a group in which given any element and any integer, there is a second element that when raised to the integer equals the first element.


  1. capable of being divided, usually with no remainder

early 15c., from Old French divisibile, from Late Latin divisibilis, from divis-, past participle stem of Latin dividere (see divide (v.)).

49 queries 0.403