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Dual enrollment was first started in 1955 by the University of Connecticut under the direction of Provost Albert Waugh. It was his belief that the senior year in high school was not challenging enough for many students, resulting in student boredom and disinterest in learning - now called senioritis.
Dually may refer to: Dualla, County Tipperary, a village in Ireland; A pickup truck with dual wheels on the rear axle; DUALLy, s platform for architectural languages ...
You can get it with the dually setup (4x4-only), and it includes full-grain leather seating, heated-and-ventilated seats, open-pore paldao wood trim, 16-way power front seats with massage, 12 ...
Freightliner M2 dump truck. A truck or lorry is a motor vehicle designed to transport freight, carry specialized payloads, or perform other utilitarian work.Trucks vary greatly in size, power, and configuration, but the vast majority feature body-on-frame construction, with a cabin that is independent of the payload portion of the vehicle.
Dual (abbreviated DU) is a grammatical number that some languages use in addition to singular and plural.When a noun or pronoun appears in dual form, it is interpreted as referring to precisely two of the entities (objects or persons) identified by the noun or pronoun acting as a single unit or in unison.
Dual diagnosis (also called co-occurring disorders (COD) or dual pathology) [1] [2] is the condition of having a mental illness and a comorbid substance use disorder.There is considerable debate surrounding the appropriateness of using a single category for a heterogeneous group of individuals with complex needs and a varied range of problems.
The National Association for the Dually Diagnosed (NADD) is a non-profit membership organisation founded in 1983 by Dr Robert Fletcher. [1] It provided services and advocation for people who have a dual diagnosis of mental health disorders and developmental disabilities .
Because of this, many theorems about closed sets are dual to theorems about open sets. For example, any union of open sets is open, so dually, any intersection of closed sets is closed. [7] The interior of a set is the largest open set contained in it, and the closure of the set is the smallest closed set that contains it.