Magna Concursos

Foram encontradas 120 questões.

1935714 Ano: 2020
Disciplina: Inglês (Língua Inglesa)
Banca: DIRENS Aeronáutica
Orgão: EEAr

Read the text and answer question.

Beautiful Girls

Sean Kingston

Your way too beautiful girl
That’s why it’ll never work
You’ll have me suicidal, suicidal
When you say it’s over
Damn all these beautiful girls
They only wanna do your dirt
They’ll have you suicidal, suicidal
When they say it’s over
See it started at the park
Used to chill after dark
Oh when you took my heart
That’s when we fell apart
‘Cause we both thought
That love last forever (last forever)
They say we’re too young
To get ourselves sprung
Oh we didn’t care
We made it very clear
And they also said
That we couldn’t last together (last together)
See it’s very divine, girl
You’re one of a kind
But you mush up my mind
You ought to get declined
Oh Lord
My baby is driving me crazy

Adapted from: https://www.letras.mus.br/sean-kingston/1073265/

All the verbs in bold are

 

Provas

Questão presente nas seguintes provas
1935637 Ano: 2020
Disciplina: Matemática
Banca: DIRENS Aeronáutica
Orgão: EEAr

A área do triângulo de vértices A(1;2), B(-1;-2) e C(-2;-1) é:

 

Provas

Questão presente nas seguintes provas
1935586 Ano: 2020
Disciplina: Matemática
Banca: DIRENS Aeronáutica
Orgão: EEAr

A distância do ponto (2,-1) à reta r, de equação !$ 2x-3y+19=0 !$ é:

 

Provas

Questão presente nas seguintes provas
1935572 Ano: 2020
Disciplina: Matemática
Banca: DIRENS Aeronáutica
Orgão: EEAr

Dado o complexo !$ z=(\cos45º+i\sin45º) !$, determine !$ \large{1 \over Z^{10}} !$:

 

Provas

Questão presente nas seguintes provas
1935554 Ano: 2020
Disciplina: Matemática
Banca: DIRENS Aeronáutica
Orgão: EEAr

Dados os polinômios !$ P(x)=x^2+ax-3b !$ e !$ Q(x)=-x^3+2ax-b !$, ambos divisíveis por !$ (x-1) !$, então a soma !$ a+b !$ é:

 

Provas

Questão presente nas seguintes provas
1935395 Ano: 2020
Disciplina: Inglês (Língua Inglesa)
Banca: DIRENS Aeronáutica
Orgão: EEAr

Read the text a n d answer question.

Woman wins Picasso painting worth €1m in raffle

An Italian woman has won a painting by Pablo Picasso, worth about €1m (£900,000; $1.1m), in a raffle after being given the ticket as a gift.

The winning ticket was pulled out during a live draw at Christie’s auction house in Paris.

The event, which was fundraising for Care charity, had been postponed twice - first to sell more tickets, and then because of coronavirus restrictions.

The prize painting, Nature Morte, is a still life from 1921.

It is a relatively small artwork - measuring 9in by 18in (23cm by 46cm) - which shows a glass of absinthe and a newspaper on a table.

In total €5.1m was raised for the charity by selling 51,000 raffle tickets at €100 each. About 29% of the tickets were sold in France, followed by the US and Switzerland.

Organisers said that €4.2m of proceeds will go towards clean water projects in schools and villages in Madagascar, Morocco and Cameroon.

David Nahmad, the billionaire collector from Monaco who supplied the Picasso painting, will be given €900,000. He also donated €100,000 to Care, organisers said.

“Picasso would have loved an operation like this, because he was someone with a lot of interest in humanitarian and social causes,” sale organiser Peri Cochin told Reuters news agency.

Adapted from www.bbc.com

The word “postponed”, underlined in the text, is closest in meaning to:

 

Provas

Questão presente nas seguintes provas
1935370 Ano: 2020
Disciplina: Português
Banca: DIRENS Aeronáutica
Orgão: EEAr

A imagem a seguir, disponível na internet, simula um trecho de uma conversa realizada por meio de um aplicativo de mensagens instantâneas para celulares. Sobre o sentido do texto da mensagem, pode-se afirmar que

Enunciado 2872124-1

 

Provas

Questão presente nas seguintes provas
1935348 Ano: 2020
Disciplina: Matemática
Banca: DIRENS Aeronáutica
Orgão: EEAr

Deseja-se guardar 1 , 5 litro de suco numa jarra cilíndrica de 15cm de altura e 5cm de raio da base. Desta forma (considerando !$ \pi=3 !$), é correto afirmar que:

 

Provas

Questão presente nas seguintes provas
1935326 Ano: 2020
Disciplina: Matemática
Banca: DIRENS Aeronáutica
Orgão: EEAr

Seja !$ A=(aij) !$ uma matriz de ordem !$ 2 \times 2 !$, com !$ \begin{cases} 2^{i+j},i=j \\ (-1)î,i ≠ j \end{cases} !$. Considere !$ A^{-1}=\begin{pmatrix}a & b \\ c & d \end{pmatrix} !$ a matriz inversa de A. Então, a soma dos elementos !$ a+b !$ é:

 

Provas

Questão presente nas seguintes provas
1935297 Ano: 2020
Disciplina: Inglês (Língua Inglesa)
Banca: DIRENS Aeronáutica
Orgão: EEAr

Read the text and answer question.

It was my birthday. My boyfriend Daniel came to my house to take me out for dinner. I opened the door, and he had a big bunch of flowers and a very nice car. He rented the car just to take me out. I was really surprised.

https://www.inglesnapontadalingua.com.br/2016/02/textos-para-treinar-ingles.html

Reading the text, you can infer that

 

Provas

Questão presente nas seguintes provas