Structure.com/courses/39109/pages/week-number-16-project-number-2 sect-2-dol-7 wed-dot-opens-12-slash-4-slash-2024-and-closes-thurs-dot-12-slas... +✰ + + This graded project assignment will be posted as "ALEKS External Assignment: PROJECT #2: ONLY 1-Page in pdf format must be submitted (uploaded in CANVAS-Inbox Message with ALL work and answers. If the uploaded Project Assignment can NOT BE OPENED by the instructor, a zero-grade will be posted in the ALEKS gradebook. NO EXCEPTIONS! Include your name & your section for this course. If no submission is made by the due date: Thursday, 12/5/2024 at 11:59 pm (EST), a zero-score will be recorded in ALEKS. NO Make-up! No EXCEPT To be successful with PROJECT#2 assignment do the following: a. Go to ALEKS Home page by clicking ALEKS in the CANVAS-Modules menu and follow steps below: b. Make sure you REVIEW STUDY material for Chapter 2 (Section: 2.7) in the ALEKS e-Textbook. Be sure to understand Example 2 and ALSO watch Lectu (video); Solving a Polynomial Inequality with Degree Greater than 2 (below an example 2). This example and video emphasize the "Concepts of Solving Polyn Inequalities by using the Chart Approach. c.. COMPLETE PROJECT #2 by the DUE DATE: Given the polynomial inequality, answer the following questions: (2 – 9) ( +7) (5 – x) < 0 1. What is the degree of the polynomial related to the given inequality? Worth (10 points) 2. Using the related equation for the given problem, SHOW the WORK Needed to determine the real solutions or boundary points (zeros) of the polynom equation. Work worth (30 points) 3. Use the real number line with the boundary points to create the completed chart showing all rows and columns (see example 2 in ALEKS e-Textbook; p 344 as your chart guide). Work worth (50 points). 4. Write the solution set for the given polynomial inequality in interval form or the union of intervals. Worth (10 points) If no submission is made by the due date: Thursday, 12/5/2024 at 11:59 pm (EST), a zero-score will be recorded in ALEKS. NO EXCEPTIONS! Previous Q Search CREAM ONION

Structure.com/courses/39109/pages/week-number-16-project-number-2 sect-2-dol-7 wed-dot-opens-12-slash-4-slash-2024-and-closes-thurs-dot-12-slas... +✰ + + This graded project assignment will be posted as "ALEKS External Assignment: PROJECT #2: ONLY 1-Page in pdf format must be submitted (uploaded in CANVAS-Inbox Message with ALL work and answers. If the uploaded Project Assignment can NOT BE OPENED by the instructor, a zero-grade will be posted in the ALEKS gradebook. NO EXCEPTIONS! Include your name & your section for this course. If no submission is made by the due date: Thursday, 12/5/2024 at 11:59 pm (EST), a zero-score will be recorded in ALEKS. NO Make-up! No EXCEPT To be successful with PROJECT#2 assignment do the following: a. Go to ALEKS Home page by clicking ALEKS in the CANVAS-Modules menu and follow steps below: b. Make sure you REVIEW STUDY material for Chapter 2 (Section: 2.7) in the ALEKS e-Textbook. Be sure to understand Example 2 and ALSO watch Lectu (video); Solving a Polynomial Inequality with Degree Greater than 2 (below an example 2). This example and video emphasize the "Concepts of Solving Polyn Inequalities by using the Chart Approach. c.. COMPLETE PROJECT #2 by the DUE DATE: Given the polynomial inequality, answer the following questions: (2 – 9) ( +7) (5 – x) < 0 1. What is the degree of the polynomial related to the given inequality? Worth (10 points) 2. Using the related equation for the given problem, SHOW the WORK Needed to determine the real solutions or boundary points (zeros) of the polynom equation. Work worth (30 points) 3. Use the real number line with the boundary points to create the completed chart showing all rows and columns (see example 2 in ALEKS e-Textbook; p 344 as your chart guide). Work worth (50 points). 4. Write the solution set for the given polynomial inequality in interval form or the union of intervals. Worth (10 points) If no submission is made by the due date: Thursday, 12/5/2024 at 11:59 pm (EST), a zero-score will be recorded in ALEKS. NO EXCEPTIONS! Previous Q Search CREAM ONION

Mathematics For Machine Technology

8th Edition

ISBN:9781337798310

Author:Peterson, John.

Publisher:Peterson, John.

Chapter87: An Introduction To G- And M-codes For Cnc Programming

Section: Chapter Questions

Problem 16A

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