Foram encontradas 64 questões.
TEXT I
“no one leaves home unless
home is the mouth of a shark.
you only run for the border
when you see the whole city
running as well”.
Warsan Shire, “Home”.
(SHIRE apud YOUSAFZAI, 2019, p. V)
“I have had the immense privilege of meeting many individuals who had to rebuild their lives, often in totally foreign places. People who have lost so much - including loved ones – and then had to start over. This means learning a new language, new culture, a new way of being. I share my story of being displaced not out of a desire to focus on my past, but to honour the people I've met and those I'll never meet.
I wrote this book because it seems that too many people don't understand that refugees are ordinary people. All that differentiates them is that they got caught in the middle of a conflict that forced them to leave their homes, their loved ones, and the only lives they had known. They risked so much along the way, and why? Because it is too often a choice between life and death.
And, as my family did a decade ago, they chose life”. (YOUSAFZAI, 2019, P. XI)
(Source: YOUSAFZAI, M. We are Displaced. Weidenfeld & Nicolson, 2019 – London)
Choose the statement that best explains the metaphor “home is the mouth of a shark”
Provas
TEXT I
“no one leaves home unless
home is the mouth of a shark.
you only run for the border
when you see the whole city
running as well”.
Warsan Shire, “Home”.
(SHIRE apud YOUSAFZAI, 2019, p. V)
“I have had the immense privilege of meeting many individuals who had to rebuild their lives, often in totally foreign places. People who have lost so much - including loved ones – and then had to start over. This means learning a new language, new culture, a new way of being. I share my story of being displaced not out of a desire to focus on my past, but to honour the people I've met and those I'll never meet.
I wrote this book because it seems that too many people don't understand that refugees are ordinary people. All that differentiates them is that they got caught in the middle of a conflict that forced them to leave their homes, their loved ones, and the only lives they had known. They risked so much along the way, and why? Because it is too often a choice between life and death.
And, as my family did a decade ago, they chose life”. (YOUSAFZAI, 2019, P. XI)
(Source: YOUSAFZAI, M. We are Displaced. Weidenfeld & Nicolson, 2019 – London)
Mark the option in which the information DISAGREES with the text.
Provas
Considere o número complexo !$ z = x+ yi !$, em que x e y são números reais e i é a unidade imaginária e !$ \bar{z} !$ o conjugado de !$ z !$.
Os números complexos z que satisfazem a igualdade:
!$ z^2 + 2 [ Im(z)]^2 = |z|^2 - \left \{ [Re(z)]. ( z - \bar{z} ) \right \} !$
são representados graficamente, no plano Argand- Gauss, por
Provas
Seja: !$ p(x) = \displaystyle \sum_{n=Q}^4 (a_n x^n) !$ um polinômio de coeficientes reais.
O coeficiente do termo de maior grau de p(x) é −1
Sabe-se que p(x) possui três raízes distintas !$ \alpha,\,\beta\,e\,\gamma !$ que satisfazem o sistema linear abaixo e que a menor das raízes possui multiplicidade 2
!$ { \begin{cases} \alpha- \beta - 2 \gamma =1\\- \alpha + \beta + \gamma =2 \\ \alpha - 2 \beta + \gamma = -2 \end{cases}} !$
O resto da divisão de p(x) por q(x) = x + 10 é
Provas
Na equação !$ x^3 - 4x^2 + x + 6 = 0 !$, uma das raízes é igual à soma das outras duas. Sobre as raízes dessa equação, é correto afirmar que
Provas
- Dada a circunferência !$ \lambda !$ de equação x2+y2 − 6x − 10y+30 = 0, é correto afirmar que
Provas
A função real !$ f: ] - \infty, 1] \rightarrow - \infty, 4 ] !$ quadrática passa pelos pontos (−1 , 0), (0 , 3) e (1 , 4). Considere que f é inversível e sua inversa é simbolizada por f −1
Se a representação de f −1 é na forma !$ f^{-1}(x) = a + b \sqrt{cx + d} !$ então a + b + c + d é igual a
Provas
Considere todos os anagramas que podem ser formados com as letras da palavra EXCELÊNCIA desprezando o acento circunflexo.
A probabilidade de se escolher um desses anagramas em que estão agrupadas todas as vogais e todas as consoantes é dada por
Provas
Um cone de revolução possui volume igual a 128 !$ \pi !$ cm3. Em sua base inscreve-se um hexágono regular de lado 8 cm.
Considere um cilindro que tenha o mesmo volume e a mesma área da base do cone descrito anteriormente.
A razão entre a altura do cone e a altura do cilindro, nessa ordem, ambas na mesma unidade de medida, é igual a
Provas
O gráfico a seguir representa um período completo da função f : IR → IR definida por !$ f(x) = p + q.cos \left( rx - { \large \pi \over 4} \right) !$ , sendo p, q e r números reais.
É correto afirmar que |p| + |q| + |r| é igual a
Provas
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