The way you punctuated your question is the way that most English teachers and grammarians prefer. As you noticed, this results in inaccurate quotations.
As a computer programmer, I find it essential to maintain the accuracy of quotations. Thus, like many other computer programmers, I studious...
I read some articles,and i can not find the really rules in America English.
He might have meant facilitate you and your work. The only way to know for sure is to ask him.
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How do I kill my wife? I married a assassin girl thing and if I attack her in my house will she attack back? Or will my housecarl then attack me? I'm stumped
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When referring to age or to periods in time, it is quite common to use expressions such as
He is in his late twenties
or
The best music was produced in the early eighties
I have recently heard somebody use it in the sense of
The number of shoes I own is in the late thirties/ear...
Lángos (Hungarian pronunciation: [ˈlaːŋɡoʃ]) is a Hungarian food speciality, a deep fried flatbread made of a dough with flour, yeast, salt and water. It is also traditionally made in Vojvodina, where it was introduced by the local Hungarians.
== Variations ==
Lángos is a dough made of water or milk and flour, with a dash of sugar and salt and fried in oil. Adding sour cream, yogurt or mashed potatoes to the dough is optional, in the latter case it is called Potato Lángos (in Hungarian krumplis lángos). It is eaten fresh and warm, topped with sour cream and grated cheese, or Liptauer, ham...
La théorie de la mesure est la branche des mathématiques qui traite des espaces mesurés et est le fondement axiomatique de la théorie des probabilités.
== Histoire ==
En 1894, Émile Borel énonce la première définition d'ensemble négligeable. En 1897, il définit les ensembles mesurables. En 1901, Henri-Léon Lebesgue introduit la notion de mesure. La théorie se développe jusque dans les années 1950. Andreï Kolmogorov proposera une axiomatisation du calcul des probabilités basée notamment sur l'intégrale définie à partir d'une mesure.
Lebesgue et ses successeurs ont été amenés à généraliser la notion...
In mathematics, the affinely extended real number system is obtained from the real number system R by adding two elements: +∞ and −∞ (read as positive infinity and negative infinity respectively). These new elements are not real numbers. It is useful in describing various limiting behaviors in calculus and mathematical analysis, especially in the theory of measure and integration. The affinely extended real number system is denoted R or [−∞, +∞].
When the meaning is clear from context, the symbol +∞ is often written simply as ∞.
== Motivation ==
=== Limits ===
We often wish to describe ...
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English Language & Usage: Multi-Layer…
Not for the faint of heart or those easily triggered by Englis...
