From p1 d2 Study guides, Revision notes & Summaries

This essay is a distinction-level work for Unit 17 : Digital Marketing- Assignment 1. You can efficiently work on your assignment by following my layout. in order to achieve the best grade (Distinction). All of the following criteria is met in this document D2 Evaluate the effectiveness of digital marketing campaigns from different businesses, and suggest ways to overcome concerns raised about digital marketing. D1 Justify the extent to which the digital environment is influencing consumer ch...

This assignment was awarded the distinction grade for the Level 3 BTEC Business course by Pearson. This assignment focuses on ASOS and McDonald's in part 1, and Aldi and Weetabix in part 2. This assignment contains an introduction, conclusion, and reference section, and fully discusses, explains, analyses, and evaluates all the criteria to get a distinction grade. These criteria that are covered are: P1 – The role of digital marketing as an extension of traditional marketing and the w...

P1,P2,P3,P4,M1,M2,M3,D1,D2.My document includes my assignment written for Unit 14 Physiological Disorders and their Care, for Level 3 Health and Social Care, where I achieved a Distinction first try. Some criteria may be grouped together but it is all achieved. I own everything written in my assignments except for my appropriately referenced quotes or facts. My references are written at the end of my assignments, in alphabetical order, which gives them full credit for any work that I have quoted...

MAT3706 Ordinary Differential Equations Assignment 01 2022/2023 All Questions Accurately Solved. STUDY GUIDE: CHAPTERS 1, 2 and 3 SOLUTIONS TO ASSIGNMENT 01 Question 1 Show that the system: [15 marks] x −¨ 3 ˙x − ˙y + 2y = 14t + 7, x −˙ 3x + ˙y = 1, is equivalent to the following triangular systems: P1(D)[x] = f 1(t), P2(D)[x] + P 3(D)[y] = f 2(t). Determine the Solution . Solution The system in operator notation is : (D 2 − 3D)[x] + (−D + 2)[y] = 14t + 7, (1) (D −...

ASSIGNMENT Qualification BTEC Level 5 HND Diploma in Business Unit number and title Unit 19: Data Structures and Algorithms Submission date Date Received 1st submission Re-submission Date Date Received 2nd submission Student Name Lê Phúc Huy Student ID FB Class BS-AI-18011 Assessor name Nguyễn Hùng Mạnh Student declaration I certify that the assignment submission is entirely my own work and I fully understand the consequences of plagiarism. I understand that making a false declar...

MAT3706 Ordinary Differential Equations Assignment 01 2022/2023 All Questions Accurately Solved. STUDY GUIDE: CHAPTERS 1, 2 and 3 SOLUTIONS TO ASSIGNMENT 01 Question 1 Show that the system: [15 marks] x −¨ 3 ˙x − ˙y + 2y = 14t + 7, x −˙ 3x + ˙y = 1, is equivalent to the following triangular systems: P1(D)[x] = f 1(t), P2(D)[x] + P 3(D)[y] = f 2(t). Determine the Solution . Solution The system in operator notation is : (D 2 − 3D)[x] + (−D + 2)[y] = 14t + 7, (1) (D −...

BTEC IT DATA MODELLING UNIT 5 ASSIGNMENT 2 EXCEL 2023 ASSIGNMENT FRONT SHEET Qualification BTEC Level 5 HND Diploma in Computing Unit number and title Unit 5: Security Submission date Date Received 1st submission Re-submission Date Date Received 2nd submission Student Name Student ID Class Assessor name Student declaration I certify that the assignment submission is entirely my own work and I fully understand the consequences of plamaking a false declaration is a form of malpractice...

Learning Outcomes and Assessment Criteria Pass Merit Distinction LO1 Produce a Software Design Document by analysing a businessrelated problem and deduce an appropriate solution including a set of initial requirements LO1 & 2 D1 Justify the tools and techniques chosen to realise a custom built website. Justify your preferred selection of tools and techniques in deducing an appropriate solution to a business related problem. P1 Explore a business-related problem and produce a wellde...

Chapter 3—Supply and Demand: Theory MULTIPLE CHOICE 1. The law of demand states that price and quantity demanded are a. directly related, ceteris paribus. b. inversely related, ceteris paribus. c. independent. d. positively related, ceteris paribus. ANS: B PTS: 1 DIF: Easy NAT: Analytic LOC: Supplyanddemand 2. Which of the following illustrates the law of demand? a. Jorge buys fewer pencils at $2 per pencil than at $1 per pencil, ceteris paribus. b. Chen buys more ice cream at $4 per...