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Why did medieval universities require their students to participate in note taking and copying?  Because books were so expensive   To emphasize patience and discipline   Because students fell asleep in class   To improve short-range vision

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Why did medieval universities require their students to participate in note taking and copying?  Because books were so expensive   To emphasize patience and discipline   Because students fell asleep in class   To improve short-range vision

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Medieval universities required their students to participate in note taking and copying primarily because books were incredibly expensive. In the medieval period, books were hand-written, often by monks in monasteries, which was a laborious and time-consuming process. This made books a luxury item that many could not afford.

By having students copy texts, universities could ensure that all students had access to the knowledge contained within these texts. This practice also served to reinforce the information being taught. When a person writes something down, they are more likely to remember it.

In addition, the act of copying could also serve to instill patience and discipline in students. It required a great deal of focus and attention to detail to accurately copy a text.

While it's possible that these practices could have helped to keep students awake in class and may have even improved short-range vision, these were not the primary reasons for the practice. The main reasons were the high cost of books and the benefits of note taking for learning.

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Re: Week 6 - Discussion Forum by Pearson Ashby - Tuesday, 21 May 2024, 9:49 PM Note Taking Methods The note-taking method I chose for this assignment is The Cornell Method. Developed by Professor Walter Pauk at Cornell University in the 1950s, this method assists students with quality note-taking during lectures and aids with studying for exams. This method suits my personality and works best for my learning style. As we learnt at the beginning of this course, quality notes can be the difference between a good grade and a failing one. The Cornell Method employs a header, cue column, note column, and summary column to provide structure and organization to the notes during the lecture. Students can then condense the notes into key points after class. This is great for studying, revision, self-quizzing, interactions with other students on the topic, and identifying knowledge gaps. The versatility of the Cornell method easily allows notes to be taken on a laptop or by hand. However, you should opt for handwritten notes since your mind is engaged in active learning techniques with the course materials, causing you to think about what you want to write. Typing bends towards the passive state of mind, as it is easier to reproduce what you are hearing. The Cornell method is more versatile for presentations and lectures when compared to other note-taking methods like the Outline and Write-on-Slides methods. These methods are most effective when an Outline or PowerPoint presentation is provided to the audience beforehand. The Mind Mapping and The Flow Method are better for essay planning or brainstorming, but not recommended for recording large amounts of data. Even though conditions may dictate which of the methods works best, anyone can easily apply the Cornell Method to any note-taking occasion. Work Cited Excelsior Online Reading Comprehension Lab: Active vs Passive Reading License: CC-BY-4.0. Retrieved from https://my.uopeople.edu/mod/book/view.php?id=417916&chapterid=504702 Chapman Learning Commons: Taking Notes. License: CC-BY-4.0. Retrieved from https://my.uopeople.edu/mod/book/view.php?id=417916&chapterid=504701 305 words Cornell Note Taking Method.docx

Mary conducted a study to investigate whether first year science students were more likely than University students in general to use laptops (or tablets) to take notes in lectures. Within the population of university students only 20% reported that they used laptops or tablets to take notes in lectures. A random sample of 40 first year science students was selected and it was found that 14 students reported using laptops or tablets to take notes in lectures.Mary assumed first year science students were no different from University students in general with regards to their use of laptops (tablets) in lectures.   She then used a normal approximation to determine the probability of observing 14 or more students, out of 40, using laptops (tablets). Which one of the following statements is false?   If she didn't use a continuity correction her probability will be an underestimate of the exact probability  If she did use a continuity correction her probability will still be an underestimate of the exact probability   Assuming Mary's model is correct, the exact probability of observing 14 students  using a laptop or tablet to take notes in lectures is 0.0115  If Mary repeated this study many times then approxiately 14 times out of 1000  she should expect to observe 14 or more first year science students using a laptop or tablet (to take notes in lectures).   Based on evidence form Mary's sample,  first year science students seem to be more likley to use laptops (tablets) in lectures than the university students in general.Revise the end of chapter 4 - normal approximation to the Binomial. Also have a play with the applet to help clarify. If you find this really difficult to do intuitively, then you can just calculate the exact and approximate probabilities using Minitab. Question 91 / 1 ptsWhich one of the following  is likely to be well described by a Binomial model?  The number of accidents in a large factory during one 8-hour shift   The number of spades in a bridge hand (ie a random selection of 13 cards from a pack of 52 cards)   The number of tosses of a fair coin until the 10th head is obtained   The number of years between floods at a certain location   The number of apples that are 'infected' in a sample of 40 apples randomly selected from a large consignment of apples.

Mary conducted a study to investigate whether first year science students were more likely than University students in general to use laptops (or tablets) to take notes in lectures. Within the population of university students only 20% reported that they used laptops or tablets to take notes in lectures. A random sample of 40 first year science students was selected and it was found that 14 students reported using laptops or tablets to take notes in lectures.Mary assumed first year science students were no different from University students in general with regards to their use of laptops (tablets) in lectures.   She then used a normal approximation to determine the probability of observing 14 or more students, out of 40, using laptops (tablets). Which one of the following statements is false? Group of answer choicesIf she didn't use a continuity correction her probability will be an underestimate of the exact probabilityIf she did use a continuity correction her probability will still be an underestimate of the exact probabilityAssuming Mary's model is correct, the exact probability of observing 14 students  using a laptop or tablet to take notes in lectures is 0.0115If Mary repeated this study many times then approxiately 14 times out of 1000  she should expect to observe 14 or more first year science students using a laptop or tablet (to take notes in lectures).Based on evidence form Mary's sample,  first year science students seem to be more likley to use laptops (tablets) in lectures than the university students in general.

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