Foreshadowing is a literary device in which an author hints at what is coming later in the story. It helps the reader develop expectations about the upcoming events, and therefore, it of often used at the beginning of a story or chapter. It also creates an atmosphere of suspense, so that readers become more interested in it. Foreshadowing can be achieved through various means, such as character dialogues, plot events and changes in setting.
For example, in a story about a girl who fails to get a part in a play, a way to foreshadow the event would be through the character's thoughts. Perhaps she is very nervous and she is convinced she will fail before the audition, so that we know it is a very likely outcome that that will happen. Narration is another method. A narrator could tell you, before her audition, something about how "she did not know how disastrous that day would turn out to be," therefore implying that she will not get the part.
I believe it's c. morgan wishes for a puppy
The statement which accurately describes the sentence are;
- The sentence contains a restrictive appositive.
- Only the lucky children got presents.
<h3>Which statements accurately describe the sentence?</h3>
The sentence as presented in the task content is; The children, who were lucky, got presents.
It therefore follows from the task content that the insinuation of the sentence is; Only the lucky children got presents. Additionally, the restrictive appositive in the sentence is; who were lucky.
Read more on appositive;
brainly.com/question/13197842
#SPJ1
The answer is a. Conjecture is defined as a guess, opinion, theory, or the formation of such theory or opinion. Discourse is a written or spoken debate. An interjection is an abrupt remark, made especially as an aside or interruption. A precursor is a person or thing that comes before something else (forerunner). Thus, the only word that would make sense in this sentence is conjecture, especially when you take into account that the sentence states that it was later on proven correct. Only a conjecture can be proven correct.