She felt sad because she had been looking forward to it and now the days were longer without him.
Explanation:
Dear Diary,
These past days were traumatic. Italy is in a total Lockdown because of the Coronavirus, so I’m forced to stay at home, against my will, until the 3rd of May. I miss going out with my friends, to parties or visiting my grandma and spending time with her. However, I’m going to do what I need to do if I want the Coronavirus out of here.
The country was wholeheartedly Locked down, with all the schools closed and people needing to maintain social distances from one another when they are walking or going to the supermarket. However, on a positive note people are starting to wash themselves more often and are generally being more hygienic.
Talking about school, my school decided to do video lessons for a month or so, until this all blows over, anyway. My day in quarantine starts at 7:45 when I wake up and prepare myself for the first lesson at 0815. When the first two lessons are done, at 1005, I have a ten minute break. Then the other two lessons begin and then finish at 1205 and have a lunch break of 30 minutes. Then we have the last two hours and we finish school at 1425, a total of 6 hours a day.
So, my day in quarantine is not that interesting, but I am getting through it.
Bye and see you soon.
Edoardo Bozza
Answer:
Because of their poverty they may experience multiple disadvantages through unemployment, low income, poor housing, inadequate health care and barriers to lifelong learning, culture, sport and recreation.
The correct answer is: "Median is not affected by extreme values".
The median is the value located in the middle position of the sample, at the same distance for the upper and lower values. For instance, in this dataset {1, 4, 5, 8, 10, 12, 13}, the median is 8, in the fourth possition from the left and from the right.
It is usually compared with the mean. The main difference is that the mean is affected by outliers but the median is not. In the example used above, if substituting the value 13 for 100, the median would still be 8, as it would continue being in the fourth position from both sides.
On the other hand, the mean in the original dataset is 7.57, while after the modification it increases to 20.
The question is more of a personal question to your opinion and your opinion only. Any answer could be right.
