Definition of Conversance. Meaning of Conversance. Synonyms of Conversance

Here you will find one or more explanations in English for the word Conversance. Also in the bottom left of the page several parts of wikipedia pages related to the word Conversance and, of course, Conversance synonyms and on the right images related to the word Conversance.

Definition of Conversance

Conversance
Conversance Con"ver*sance, n. The state or quality of being conversant; habit of familiarity; familiar acquaintance; intimacy. [R.]

Meaning of Conversance from wikipedia

- Indiana Converse, Indiana Converse, Louisiana Converse, Missouri Converse, South Carolina Converse, Texas Converse County, Wyoming Converse Basin, a...
- Converse (/ˈkɒnvərs/) is an American lifestyle brand that markets, distributes, and licenses footwear, apparel, and accessories. Founded by Marquis Mills...
- Peter Michael Davidson (born November 16, 1993) is an American comedian, actor, and writer. He began his career in the early 2010s with minor guest roles...
- Chuck Taylor All-Stars or Converse All Stars (also referred to as "Converse", "Chuck Taylors", "Chucks", "Cons", "All Stars", and "Chucky Ts") are sneakers...
- Elizabeth Eaton Converse (born August 3, 1924 – disappeared August 10, 1974) was an American singer-songwriter and musician, best known under her professional...
- Frank Converse (born May 22, 1938) is an American actor. Converse was born in 1938 in St. Louis, Missouri. In 1962, he received a Bachelor of Fine Arts...
- Conversable is a SaaS based Artificial Intelligence (AI) powered conversational platform, headquartered in Austin, Texas. It allows customers to create...
- → Q, the converse is Q → P. For the categorical proposition All S are P, the converse is All P are S. Either way, the truth of the converse is generally...
- triangle with sides a, b and c as a consequence of the converse of the triangle inequality. This converse appears in Euclid's Elements (Book I, Proposition...
- forms, a converse theorem gives sufficient conditions for a Dirichlet series to be the Mellin transform of a modular form. More generally a converse theorem...