Answer:
There facts and reasonings to support their answers.
Hope this helps! :)
Explanation:
Answer:
It shows that Squeaky wants Raymond to also experience success.
Explanation:
According to a different source, the passage that should be included in this question is:
<em>"And I’m smiling to beat the band cause if I’ve lost this race, or if me and Gretchen tied, or even if I’ve won, I can always retire as a runner and begin a whole new career as a coach with Raymond as my champion. After all, with a little more study I can beat Cynthia and her phony self at the spelling bee. And if I bugged my mother, I could get piano lessons and become a star. And I have a big rep as the baddest thing around. And I’ve got a roomful of ribbons and medals and awards. But what has Raymond got to call his own?"</em>
In these lines, we learn that Squeaky does not deeply care about winning. Although she was absolutely determined to win before, taking a look at her brother allows her to reevaluate her skills and her running abilities. She realizes that she has a lot to be grateful for, and that winning is not the only thing that matters. Instead, she also cares about her brother Raymond and his success. This shows that she is a real champion, as she also cares about the feelings and experiences of other people.
Answer and Explanation:
Because of the pandemic, modular instruction is a good alternative to maintain learning continuity. However, this does not mean that this type of instruction does not present challenges, which need to be overcome quickly, so that students have a good learning experience.
As we know, modular instruction uses instructional materials, which, despite being created according to the educational needs of each student, can be very difficult for students to understand outside the classroom. These modules can be difficult even for parents of students, who are unable to help their children understand the content.
In this case, I agree that modular instruction is a good alternative, but it is necessary to solve these problems in order for it to be efficient.
The answer is the third one.
