Magna Concursos

Foram encontradas 1.968 questões.

2894238 Ano: 2022
Disciplina: Inglês (Língua Inglesa)
Banca: IADES
Orgão: UNDF
Provas:

Text genres are often used in English classes. They help students to become more efficient readers by increasing their vocabulary and exposing them to different kinds of texts. Tick the alternative that elaborates on the specific ways in which genres can be used as a reading technique tool that allows readers to reach higher comprehension levels

 

Provas

Questão presente nas seguintes provas
2894237 Ano: 2022
Disciplina: Inglês (Língua Inglesa)
Banca: IADES
Orgão: UNDF
Provas:

It is frequent to find students who struggle with developing reading skills, especially at an academic level. Students learning English as their second language may struggle not only to decode and construct meaning from a text, but also in acquiring the ability to obtain and analyze information.

Many of the difficulties experienced by students of English as a second language are related to an idea that they must know all words in a text in order to understand it. This conception forces students to spend a good amount of time working in each sentence, trying to translate each word and, thereafter, developing a negative feeling toward reading. An instrument that can be used to overcome this scenario is to instruct students on reading strategies.

Reading strategies such as skimming, and prediction can be identified as:

 

Provas

Questão presente nas seguintes provas
2894235 Ano: 2022
Disciplina: Inglês (Língua Inglesa)
Banca: IADES
Orgão: UNDF
Provas:

While teaching the English language, teachers must ensure to form conscious and competent communicators. They must develop all four language skills: listening, speaking, reading, and writing. One of the techniques used to form readers of English texts is to teach students to recognize cognates. This strategy helps learners to develop a better comprehension of the text and to understand the words of the second language. Using cognates is especially useful for Portuguese speakers since a significant portion of English vocabulary is formed by Latin-based words.

Considering that English is a West Germanic language, what aspect of its historical development can explain this massive presence of Latin-based words?

 

Provas

Questão presente nas seguintes provas
2894234 Ano: 2022
Disciplina: Inglês (Língua Inglesa)
Banca: IADES
Orgão: UNDF
Provas:

[…]

I want to […]—learn the language to see

the cotton wood as kwealich ice, the dancing tree;

the killer whales as quell’ lhol mechen, our relatives

under the sea; the whole glorious landscape

filled with meaning to end my grieving.

When I was young, I was invited to learn

Xwilngexw’qen, the people’s language,

but I said no. I didn’t understand. I thought

I wanted to learn how to be rich. I didn’t know

that the only way to posses all the weather

of the world is by naming it—here is bird song,

here is the kiss of a lover, here is the feel

of cold water at the peak of summer.

I have spent my life with words, trying to name

a hint of what I lost by not learning my language.

[…]

PRIEST, Rena. (A Poem Is a) Naming Ceremony. The Madrona Project, Pacific Northwest, v. 2, n. 1, 1 jul. 2021.

Considering the ideas presented in the poem and your knowledge of language relativity and the relationship between language and culture, tick the correct alternative.

 

Provas

Questão presente nas seguintes provas
2894233 Ano: 2022
Disciplina: Inglês (Língua Inglesa)
Banca: IADES
Orgão: UNDF
Provas:

In his book, The Grammar of Words: An Introduction to Linguistic Morphology, Geert Booij tells us that many English dictionaries do not present different entries for related words such as walks, walked, and walking.

He explains that this occurs because those dictionaries assume that the language user does not need this information; that the user is naturally able to construct these different forms of the word walk by applying relevant rules.

These rules for processing different forms of a lexeme are called rules of

 

Provas

Questão presente nas seguintes provas
2894232 Ano: 2022
Disciplina: Desenho Técnico e Industrial
Banca: IADES
Orgão: UNDF

Acerca da utilização do programa AutoCAD, assinale a alternativa correta.

 

Provas

Questão presente nas seguintes provas
2894231 Ano: 2022
Disciplina: Matemática
Banca: IADES
Orgão: UNDF

Considerando a curva !$ a:I⟶\mathbb{R}^3 !$ dada por !$ a(t) !$ = !$ (5+6t,2+3t^2,4+3\,ln\,t), !$ !$ t\,∈\,I=(0,∞)= !$ {!$ x\,∈\,\mathbb{R}:x !$ > 0}, sendo

!$ ln\,t=\textstyle \int\limits_{1}^{t}\dfrac{1}{λ}dλ !$

e a função comprimento de arco de !$ a !$ a partir de t = 1, ou seja,

!$ s(t)=\textstyle \int\limits_{1}^{t}|a´(w)|dw, !$

é correto afirmar que

 

Provas

Questão presente nas seguintes provas
2894230 Ano: 2022
Disciplina: Matemática
Banca: IADES
Orgão: UNDF

Muitos problemas relacionados com a inferência estatística, e consequentemente, com a inteligência artificial estão diretamente ligados à otimização. Problemas na forma !$ \hat{x}= !$ arg !$ \underset{x∈D}{min} !$ !$ f(x) !$, com !$ f !$: !$ D !$!$ \mathbb{R} !$!$ \mathbb{R} !$, podem, em muitos casos práticos, ser solucionados por meio da busca pelos zeros da derivada da !$ f´(x) !$, quando ela existe. Há vários métodos disponíveis para se encontrar os zeros de uma função !$ f´(x) !$ que são construídos através de uma sequência recursiva na forma !$ x_{n+1}=g(x_{n-1},x_n) !$. Assinale a alternativa que corresponde ao método da secante para encontrar uma aproximação para o zero de !$ f´(x) !$.

 

Provas

Questão presente nas seguintes provas
2894229 Ano: 2022
Disciplina: Matemática
Banca: IADES
Orgão: UNDF

Para que o único ponto crítico da função !$ f(x,y)=a^2x^2+2axy+(b+1)y^2-1,\,com\,a,b\ne !$ 0, seja ponto de sela é necessário que

 

Provas

Questão presente nas seguintes provas
2894228 Ano: 2022
Disciplina: Matemática
Banca: IADES
Orgão: UNDF

Sendo !$ X:U⊂\mathbb{R}^2 !$!$ \mathbb{R}^3 !$ uma superfície parametrizada regular e !$ D !$ !$ ⊂ !$ !$ U !$ uma região do plano, a área da região !$ X(D) !$ é dada por

!$ A(X(D))=\iint\limits_D\sqrt{EG-F^2du\,dv,} !$

sendo E, F e G os coeficientes da primeira forma quadrática de X, ou seja, !$ E=|X_u|^2,F=⟨;X_u,X_v⟩;,G=|X_v|^2 !$.

Considere a superfície !$ X(u,v)=(u,v,30-3u+4v),(u,v) !$ !$ ∈ !$ !$ \mathbb{R}^2 !$, e a região !$ D !$ = {!$ (u,v) !$ !$ ∈ !$ !$ \mathbb{R}^2:u^2+v^2\le10 !$}.

Se

!$ t=\dfrac{A(X(D))}{π} !$

é correto afirmar que

 

Provas

Questão presente nas seguintes provas