This time we are looking on the **crossword clue** for: *Invoice amount.*

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## Possible Answers: **NET, FEE, TOTAL**.

Last seen on: –Wall Street Journal Crossword – Jan 24 2019 – False Fronts

–Universal Crossword – July 31 2018 Tuesday

### Random information on the term “NET”:

NET is the largest cable television operator in Latin America. The company’s Net service (cable TV) had around 5.4 million subscribers as of Q2 2012. Net also operates the broadband internet service Net Vírtua, with 4.9 million subscribers as of Q2 2012 and telephone over cable (under the Net Fone via Embratel name) with more than 2.5 million subscribers.

NET was started in 1991[citation needed] by Brazil’s Roberto Marinho family’s part of their Rede Globo empire. In March 2005, Embratel, a subsidiary of Mexico’s Telmex, took a controlling stake in NET, paying 570 million reais.

Net Serviços’ stock is traded on Bovespa, where it is part of the Ibovespa index is over.

The company announced in late 2006 that it would buy Vivax, then the nation’s second-largest cable company. The transaction was approved in May 2007 and completed in June 2007. Rollout of the Net brand in Vivax areas was completed in December 2007.[citation needed]

On 10 August 2010, NET became the first cable operator in Brazil to offer all the Discovery Latin America channels: Discovery Channel, Animal Planet, Discovery Kids, People+Arts, Discovery Travel & Living, Discovery Home & Health, Discovery Science, Discovery Civilization, Discovery Turbo, HD Theater and TLC.[citation needed]

### Random information on the term “FEE”:

A fief (Latin: feudum) was the central element of feudalism and consisted of heritable property or rights granted by an overlord to a vassal who held it in fealty (or “in fee”) in return for a form of feudal allegiance and service, usually given by the personal ceremonies of homage and fealty. The fees were often lands or revenue-producing real property held in feudal land tenure: these are typically known as fiefs or fiefdoms. However, not only land but anything of value could be held in fee, including governmental office, rights of exploitation such as hunting or fishing, monopolies in trade, and tax farms.

In ancient Rome a “benefice” (from the Latin noun beneficium, meaning “benefit”) was a gift of land (precaria) for life as a reward for services rendered, originally, to the state. In medieval Latin European documents, a land grant in exchange for service continued to be called a beneficium (Latin). Later, the term feudum, or feodum, began to replace beneficium in the documents. The first attested instance of this is from 984, although more primitive forms were seen up to one hundred years earlier. The origin of the feudum and why it replaced beneficium has not been well established, but there are multiple theories, described below.

### Random information on the term “TOTAL”:

In mathematics, a partial function from X to Y (written as f: X ↛ Y) is a function f: X ′ → Y, for some subset X ′ of X. It generalizes the concept of a function f: X → Y by not forcing f to map every element of X to an element of Y (only some subset X ′ of X). If X ′ = X, then f is called a total function and is equivalent to a function. Partial functions are often used when the exact domain, X, is not known (e.g. many functions in computability theory).

Specifically, we will say that for any x ∈ X, either:

For example, we can consider the square root function restricted to the integers

Thus g(n) is only defined for n that are perfect squares (i.e., 0, 1, 4, 9, 16, …). So, g(25) = 5, but g(26) is undefined.

There are two distinct meanings in current mathematical usage for the notion of the domain of a partial function. Most mathematicians, including recursion theorists, use the term “domain of f” for the set of all values x such that f(x) is defined (X’ above). But some, particularly category theorists, consider the domain of a partial function f:X → Y to be X, and refer to X’ as the domain of definition. Similarly, the term range can refer to either the codomain or the image of a function.