Şunu aradınız:: 2d array example in python (İspanyolca - İngilizce)

for example, in 2011, (…)
for example, in 2011, (…)

que delícia são lindos example in english
que delícia são lindos example en español

for example , in recent years we have seen
for example , in recent years we have seen

the best way of gaining knowledge is the good example in front of you.
the best way of gaining knowledge is the good example in front of you.

for example, in your case it is the opposite, so you are the exception that proves the rule.
for example, in your case it is the opposite, so you are the exception that proves the rule.

* 2d array: se trataba de un experimento de despliegue de estructuras en el espacio.
* 2d array - the 2d array system was launched as a small module inside of the sfu.

buscar: name of the action that is a search line, shown for example in the toolbar configuration dialog
search:

knuth presented a cweb version of this example in chapter 12 of his "literate programming" book.
knuth presented a cweb version of this example in chapter 12 of his "literate programming" book.

thinking in python este no es un libro de introducción al python. asumimos que has aprendido los conceptos básicos de python anteriormente.
thinking in python this is not an introductory python book. this book assumes you've learned the basics of python elsewhere.

for example, in classifying the weyl tensor, determining the various petrov types becomes much easier when compared with the tensorial counterpart.
for example, in classifying the weyl tensor, determining the various petrov types becomes much easier when compared with the tensorial counterpart.

for example, in a multipart content containing three parts, these would be named as 1, 2, and 3, respectively.
for example, in a multipart content containing three parts, these would be named as 1, 2, and 3, respectively.

this invariance can be described in many ways, for example, in terms of local lorentz covariance, the general principle of relativity, or diffeomorphism covariance.
this invariance can be described in many ways, for example, in terms of local lorentz covariance, the general principle of relativity, or diffeomorphism covariance.

*hartley rogers, jr. 1963, an example in mathematical logic, "the american mathematical monthly", vol.
*hartley rogers, jr. 1963, an example in mathematical logic, "the american mathematical monthly", vol.

compare this to the cabbalistic power of letters, for example in the case of gematria, the method of interpreting the hebrew scriptures by interchanging words whose letters have the same numerical value when added.
compare this to the cabbalistic power of letters, for example in the case of gematria, the method of interpreting the hebrew scriptures by interchanging words whose letters have the same numerical value when added.

examples in this respect would be the settlement of financial market transactions and the settlement of ancillary systems.
a este respecto podrían citarse como ejemplos la liquidación de las operaciones realizadas en los mercados financieros y la liquidación en otros sistemas auxiliares.

for example, in the second example above, hindi would actually say something equivalent "i killed my friend with which knife, the police found that knife".
for example, in the second example above, hindi would actually say something equivalent "i killed my friend with which knife, the police found that knife".

* hartley rogers, jr., 1963, "an example in mathematical logic," "the american mathematical monthly 70": 929–45.
* hartley rogers, jr., 1963, "an example in mathematical logic," "the american mathematical monthly 70": 929–45.

for example, in computer chess, rather than computing the full minimax tree of all possible moves for the remainder of the game, a more limited tree of minimax possibilities is computed, with the tree being pruned at a certain number of moves, and the remainder of the tree being approximated by a static evaluation function.
for example, in computer chess, rather than computing the full minimax tree of all possible moves for the remainder of the game, a more limited tree of minimax possibilities is computed, with the tree being pruned at a certain number of moves, and the remainder of the tree being approximated by a static evaluation function.

3. 3. systematic method for solving these questions probably the first issue that concerns the candidate when facing a numerical reasoning question composed of several pieces of information (figures, tables, charts…) is how to start or, more specifically, where to look at. our advice here is clear: you should start reading very carefully the statement of the question, which will offer you many clues to decide what kind of data you need to use to do your calculations. a little misunderstanding about the information sought or the measurement units at the beginning may be fatal for our purpose. the next step will be to identify the relevant data in the tables and charts. according to the question. we will explain through many examples in subsequent sections some techniques to make this quickly and efficiently. then, you should look at the answer options, to know if it will be possible to make rough estimations to tell apart the right answer, or if you will have to get exact results, depending on how close together the options are. later, we will have to choose the method for our calculations (estimation, rule of three, equation, percentages, intuitive insight…), taking into account the available data and the figures we need to find. finally, we will be able to solve the problem and match our result against the options.
3. approach to numerical reasoning exercises 3. 1. overview in general, with regard to numerical reasoning tests in open competitions for the public administration as well as selection procedures for private companies, we can find three main types of tests, according to the following abilities that they measure: mental calculation: the ability to calculate quicky using basic arithmetic operations (addition, subtraction, and division), and also working with fractions and percentages. data interpretation: the skill to read and analyse properly the information provided in tables, charts and graphs, in a fast manner. numerical reasoning (itself): the talent in combining the two previous proficiencies, mental calculation and data interpretation, to answer a question that, besides, requires our deductive thinking. as we will see later, the most challenging issue of these tests is not the difficulty of the calculations (we only need basic maths), but the time limit