| University | Nanyang Technological University (NTU) |
| Subject | CM2010 Fundamentals of Computer Science Assignment |
2) Using the pigeonhole principle, prove that if we choose 14 different numbers from the following set {1, 2, 3, 4,…,20}, then definitely there are two numbers such as a and b (among our 14 selected numbers) which their difference is at least 7 (i.e. |a-b| ≥7) [3 marks]
3) Prove the following statement by induction. For all positive integers n, prove 𝟐 𝟑𝒏 − 𝟏 is divisible by 7, State the mathematical induction and show your work clearly. [3 marks]
Buy Custom Answer of This Assessment & Raise Your Grades
Greetings to all Nanyang Technological University (NTU) students! Struggling with your Fundamentals of Computer Science Assignment? Seeking expert assistance with assignment helper or Computer Science Coursework Help? Our dedicated team specializes in aiding students facing challenges with tasks like using the pigeonhole principle to prove scenarios involving number sets. Let us guide you through demonstrating the selection of 14 distinct numbers from {1, 2, 3, 4,…,20}. Connect with our experts and conquer your coursework effortlessly!
Looking for Plagiarism free Answers for your college/ university Assignments.
- GSS503 Navigating Risk in an Interconnected World Course Tutor-Marked Assignment 01, 2026
- GSS501 Global Crime Prevention and Security Management Tutor-Marked Assignment 01, 2026
- PSB6012CL Business Research Methods Assignment Brief 2026 | Coventry University
- MTH109 Calculus Tutor-Marked Assignment 1, 2026 | SUSS
- BUS286 Corporate Finance Assignment 2026 | Murdoch University
- HFSY359 Fatigue Management Tutor Mark Assignment Question 2026 | SUSS
- BSE313 Sport Coaching Tutor-Marked Assignment 2 Question 2026 | SUSS
- 6079MP Final Coursework Assignment 2026 | Coventry University
- IBUS2004 Managing International Business Assessment 1 Brief 2026 | UON
- BSL305 Company Law Assignment 2026 | Murdoch University