design their class.Among the multiple ways to reveal collaborative problem-solving processes, temporal submissionpatterns is one that is more scalable and generalizable in Computer Science education. In thispaper, we provide a temporal analysis of a large dataset of students’ submissions to collaborativelearning assignments in an upper-level database course offered at a large public university. Thelog data was collected from an online assessment and learning system, containing the timestampsof each student’s submissions to a problem on the collaborative assignment. Each submission waslabeled as quick (Q), medium (M), or slow (S) based on its duration and whether it was shorter orlonger than the 25th and 75th percentile. Sequential compacting and
. 6. Therod has a length of L = 2 cm, a constant thermal conductivity k = 0.5 W/mK, an area ofA = 1 m2 , and uniform heat generation q = 1000 kW/m3 . Faces A and B are at temperaturesTA = 100 ◦ C and TB = 200 ◦ C, respectively. The governing equation is given by: d dT k +q =0 (27) dx dx (a) Solve this problem analytically and find the temperature distribution T (x) along the rod. (b) Utilize the finite volume method with 5 cells (N = 5) to calculate the steady-state temperature distribution in the rod.To solve this
will discuss in detail.1. Pedagogy Components: a. Cloud Computing i. Theory & Concepts ii. Lab Modules iii. Assessment iv. Q/A Sessions2. Platform Support: a. Primary: GCP (Google Gloud Platform) b. Secondary: AWS, Azure3. Degree Support Courses: a. Electives: AI/ML b. Required: Capstone Project4. Job Support Certifications: a. Primary: Cloud+ and GCP/AWS/Azure b. Secondary: Linux+We designed the CTaaS framework as a seamlessly integrated system where componentscomplement each other without requiring any extra effort beyond what is required by thecybersecurity degree. In the following, we go over CTaaS’s details. Cloud
) = 2 − D(1) = 1.000102 D(2) = D(1) ∗ R(1) = 0.1111111102 R(2) = 2 − D(2) = 1.0000000102 D(2) = D(2) ∗ R(2) = 0.111111111112 Q = N ∗ R(0) ∗ R(1) ∗ R(2) = .10001010101012 Q = 0.5416510 0.4062510 /0.7510 = 0.541666610The Newton-Raphson method follows a similar process, except it approaches the inverse of thedenominator, and multiplies the inverse of the denominator with the numerator. The algorithm forthis method is xi+1 = x1 (2 − D ∗ xi ), where i is the number of iterations, and D is thedenominator. After multiple iterations, xi will approach the inverse of the denominator. Thesetwo algorithms are based on the same mathematical principle but have differentimplementations.2.5 Very High RadixAs you increase the radix of the SRT division
. 53.1.4 Challenge 4The challenge involves performing multiplication on two large numbers, p and q, and subsequentlyfinding the factors of the resultant number. To achieve this, participants are instructed to downloadand employ the yafu tool. The values of p and q are provided as hexadecimal representations. Thestudents were given extra commands such as “yafu.exe “p*q”” to be executed in the commandprompt to perform the multiplication. Afterward, the task entails factorizing the computed numberand identifying the P3 value as the answer. To factorize the number, the command “yafu.exe factor(number)” was used. An additional doc file was given to students for consultation. The decryptedflag was a location to a particular place.3.1.5 Challenge
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exposure to actual data. • Establish Teach-the-teacher and inter-institutional translation documentation in the form of a webinar, self-reflection materials, best practices documentation, and shared feedback from prior professors who taught the material • Establish a website that covers the following attributes: a Q&A forum for professors, repository for educational materials, surveys, and example code tailored to AE and MATSE students, repository for community related datasets, and teach-the-teacher and inter-institutional translation documentation.A Contextualized DS Approach in MATSE and AE A review of the most prevalent and useful data-centered skills was conducted to ensure thatemerging
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question (such as a chapter’s worth of material) to better refine the response to thestudent. We also implement frequent and customized Q&A buttons, such as simplifying aresponse, providing prerequisite information, providing a real-world example, etc. Thecustomization buttons allow the user to provide their own frequently asked questions, such as“Explain it to me like I’m a 5-year-old”.Study impact includes feedback from eNotebook’s usage analytics, where automated personalizedquiz scores will be correlated with tracked study habits, and suggested changes will be offered byeNotebook to improve academic performance. Templates from various study methods will beavailable, as well as shared libraries of student-customized versions of eNotebook
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3students with practice problems. The chatbot should help with project-related tasks such aschecking out equipment and requesting services. Such information is usually hard to find, andstudents might not even know the facilities they have access to. Another tedious task is schedulingmeetings. Students tend to send back-and-forth emails to set meetings with professors and TAs.The chatbot should assist with scheduling meetings based on the availability of the student and theprofessor or TA. The chatbot should also be able to provide general information unrelated to aparticular course such as Q-drop dates or registration information. Finally, it should easily providethe students with access to all safety documents, such as Safety Data Sheets (SDS
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, demonstrates technol- ogy and tools, identifies common pitfalls, and articulates deliverables. As illustrated in Figure 8b, 76.5% of the students from both institutions positively confirm the effectiveness of presentations and videos. Finally, to address students’ concerns about timely feedback, we use the chat feature of Slack chatbot 36 and Zoom 37 to facilitate Q&A sessions. Because of these efforts, we kept students’ satisfaction consistent during and after the Pandemic. 7 Reflections and Future work After conducting a 5-year pedagogic project, we have gained valuable insights from both students and faculty in cybersecurity. In the following, we have compiled a list of lessons learned and recommendations for researchers and educators.• Does
Colab file that covers the “continue” keyword in Python. Thisshould closely match the delivery of content in the lecture slides and videos, as seen in Figure 2. Fig. 1. Colab content on the "continue" keyword Fig. 2. Lecture slide content on the "continue" keywordIn the self-paced version of the course, an instructional Colab notebook was shared with thestudents two times each week (available in Appendix B). In the instructor-led version of thecourse, lectures were delivered two times each week via Google Meet, recorded, and shared withthe students along with the slides (slides and recordings available in Appendix B). Both courseshad live Q&A sessions at the end of each week.5
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