- Odyssesus's men "went to sleep above the wash of ripples" (Homer 503)
- Homer writes that the men "went to sleep above the wash of ripples" (Homer 503).
Jacket and tie i believe is the answer
Answer:
Two reasons I support this claim are because high school students are already stressed and tired anough as it is, by the time they come home they just want to relax and not have to worry about anything like chores. My second reason is because students have so many activities and extracuricular sports and such that they have to study for or participate in, when they don't get their chores done their parents will usually get mad at them which adds on to the stress that they are already feeling.
I am currently speaking from experience and from conversations I have had with other highschoolers. Two possible counterclaims could be that students need to learn how to do household chores when they're young so they will be prepared for when they move out on their own and because some chores are easy small and simple things to do and it wouldn't hurt to pick up a few pieces of trash or to take the trash out. I would say that the first counterclaim while in some cases could be true is also wrong, because most chores you don't have to learn how to do. You don't have to practice taking the trash out or doing the dishes. And while it wouldn't hurt to pick up a piece of trash or do the dishes, a lot of parents have unrealistic expectations when it comes to chores. I would state my counter-counterclaims and provide more backup research/evidence as to why I am correct.
The rest of the question:
Robin's scores: 99, 108, 102, 107, 119 mean = 107; mad = 5.2 Evelyn's scores: 125, 137, 138, 145, 145 mean = 138; mad = 5.6 explain what the mean absolute deviation is in general.
Answer: 5.6
Explanation:
This question is referring to Mathematics and not English so I will help you as much as I can. I have found the rest of it online and the correct answer too.
- The mean absolute deviation that we have here is considering the average distance from some data point to the mean point of it and by that it is measuring variability.
- Since it is measuring variability, referring to this question, we are finding out that Evelyn is scoring slightly more than Robin's do and we can see that in the question since his score is 5.2 and her score is 5.6.
