1. What role does Clara serve in the context of her grandmother's stories? A) Opponent B) Proponent C) Bystander D) Observer 2. How does the author use the concept of juxtaposition in the story? A) By contrasting Clara's feelings of fear with her determination B) By comparing Clara's house to her grandmother's C) By showing the difference between night and day D) By describing Clara's past and present 3. Which of the following best describes how Clara feels about the secrets of her fan A) She wants to impose her will on them B) She is indifferent and does not care C) She is curious and eager to uncover them D) She feels threatened by them 4. What does Clara do when she finds the trunk in the attic? A) She decides to leave it alone B) She imposes her own ideas about its contents C) She expounds on the significance of the artifacts she discovers D) She ignores it completely

\( 25 cm = m ^ { m } \)

QUESTION 5: Which one of the following statements about performance obligations being satisfied at a point in time is correct? To determine the point in time at which a customer obtains control of a promised asset and the entity satisfies a performance obligation, the entity considers the requirements for control and the indicators of the transfer of control, which include, but are not limited to, the following: 1. The customer does not have a legal title to the asset; 2. The significant risks and rewards of ownership have not been transferred to the customer; 3. The customer has a present obligation to pay for the asset 4. The customer has discharged obligations to pay for the asset;

53 Pour chacune des suites ci-dessous, déterminer le sens de variation en calculant lá différence \( u_{n+1}-u_{n} \). 1. \( \left(u_{n}\right) \) est définie sur \( \mathbb{N} \) par \( u_{n}=2 n^{2}-n+1 \). 2. \( \left(u_{n}\right) \) est définie sur \( \mathbb{N} \) par \( u_{n}=\frac{1}{2 n+1} \). 3. ( \( \left.u_{n}\right) \) est définie sur \( \mathbb{N} \) par \( u_{0}=1 \) et \( u_{n+1}=u_{n}+2 n+3 \). 4. \( \left(u_{n}\right) \) est définie sur \( \mathbb{N} \) par \( u_{0}=2 \) et \( u_{n+1}=u_{n}-\sqrt{u_{n}^{2}+3} \).

4. \( h(x)=2 x^{4}-3 x^{2}+3 x-4 \) dividido por \( (x+2) \)

lóse mit substitution \( (x+2)^{4}+5 \cdot(x+2)^{2}-36=0 \)