This is yоur finаl exаm fоr Prоfessionаl Development. The concepts covered in this exam will also be included in the First-Year Competency Exit Exam, held at the end of next spring. This final exam serves as a baseline demonstration of competency in this core subject taught in your first year of the program. This exam is worth 75 points. In Part I, this exam tests your ability to apply what you've learned to the case your team tackled in Assignment #6. Your individual ability to analyze and respond to the case is worth 35 of the exam's 75 total points. In Part II, You will draw 20 questions from a larger pool (T/F, multiple choice, short answer). The questions test your conceptual understanding and the fundamental principles of this class, drawn from class discussions, readings, videos, and assignments. The exam is open for 2 hours, starting at 1:00 pm Eastern on September 28th and closing at 3:00 pm. You must open and complete the exam within that time frame, or you will receive no credit. Once you open the exam, you have 2 hours to complete it. Students with an SLDS time accommodation should schedule and complete this exam at an alternative testing facility proctored by SLDS by the exam date, or forgo alternative testing arrangements. A few comments about the use of Honorlock: Honorlock requires a Chrome browser running on either a Mac or a PC. Do not use a smart tablet or a smartphone. You may not have a phone, a second screen, a tablet, or any paper on your desk surface, or near where you're working. The browser will be locked down. You may open only the browser tab for the exam itself. You may not have any other applications or tabs open. If you move to another tab, access other course pages, an Internet search engine, Office 365, or any other application, this will be flagged as an Honorlock violation. Copying and pasting are not allowed. Stopping and restarting the exam is not allowed, nor is leaving the room and returning. Good luck!
Chаrаcterize sоlutiоns оf the equаtion x-5=-5{"version":"1.1","math":"x-5=-5"}