University of the People - MATH 1302Assignment_8

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Home ► My courses ► MATH 1302 - AY2020-T1 ► 24 October - 30 October ► Learning Journal Unit 8 Learning Journal Unit 8 The Learning Journal is an evaluation tool designed to help you evaluat... e the importance of the material you learned but understand what you found relevant. In some cases, it should help you record problems you encountered but also how you resolved them. This does not mean you should resubmit what you already shared in the Discussions and assignments, but instead critically reflect to provide more relevant information. Learning Journals help you understand what information was presented and how you felt it interacted with your world. In this unit, we have learned about counting techniques and combinatorics. For writing your learning journal entry, consider these questions: What information did you not know before What information was contrary to what you believed How was the Discussion and /or assignment helpful in mastering new information What, if any, material made you want to learn more about it What did you find challenging What did you realize about you and your learning style How did you feel about the feedback you got from your peers Submission status Attempt number This is attempt 1. Submission status Submitted for grading Grading status Graded Due date Thursday, 31 October 2019, 11:55 PM Time remaining Assignment was submitted 15 hours 35 mins early Last modiÕed Thursday, 31 October 2019, 8:19 AM HOME CONTACT US RESOURCES LINKS FACULTY MY COURSES MENU       MATH 1302 Discrete Mathematics - Term 1, 2019-2020 https://www.coursehero.com/file/65150153/Assignment-8pdf/ This study resource was shared via CourseHero.comOnline text Reflecting on the Week: We explored number theory this week. Like every other topic we've been introduced to in this course, it was challenging but eventually rewarding to learn about it. I learned about divisibility and congruence. In words, divisibility means that a number can be divided by another (or more) numbers bigger than one. Thanks to the self-quiz, I learned that a necessary condition is that the divisors should be bigger than one. is used to mean that divides evenly or without a remainder or residue. We say is congruent to modulo , and write, (mod ) if and have the same remainder when divided by . It is [Show More]

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