C) The deacidification process preserves pages by neutralizing acid with magnesium oxide, raising the pH level of the paper, and minimizing the alkaline reserve.
Please mark my answer brainliest, thank you and have a nice day.
A Venn diagram is an illustration of the connections between and among sets, groups of items that offer something in common.
<u>Explanation:</u>
The Venn diagram is named after its creator, British mathematician John Venn (1834-1923) and invented for the fields of set theory, probability, logic, statistics, competition math, and computer science.
Venn diagram empowers students to arrange data, so they can see the connections between a few arrangements of things. Since the numerical term for "a gathering of things" is "a set", Venn outlines can be utilized to delineate set connections.
They would then be able to distinguish similitudes and contrasts. A Venn diagram comprises of covering circles. Each circle contains every one of the components of a set.
The main thing which the quote tells you about the sacrifices that elite athletes need to make to be successful is:
- They need to give up comfort, time, blood, sweat and tears to become successful.
The connections which I can make between this idea and the personal sacrifices that many people have been making during the pandemic is:
- Many people have had to forego going outside to their favorite places so as not to spread the virus and also for the health workers that are in the frontline and putting their lives in danger is a huge sacrifice.
<h3>Who is an Olympian?</h3>
This refers to a top level athlete who has been training for a very long time to compete at the Olympic events to win gold medals.
Although the article wasn't mentioned, it can be inferred that Brad Gushue was of the opinion that a wrong association at the wrong time can end an Olympic dream.
As a result of this, he shows the sacrifice which these Olympic athletes and athletes in general has to make in order to become successful by maintaining a very high level.
Read more about olympic dream here:
brainly.com/question/1150092