[{"data":1,"prerenderedAt":-1},["ShallowReactive",2],{"doc-seo-621105-105":3,"detail-sidebar-cat-0-en-105":81,"doc-detail-621105-en":130},{"code":4,"msg":5,"data":6},0,"ok",{"site_id":7,"language":8,"slug":9,"title":10,"keywords":11,"description":12,"schema_data":13,"social_meta":74,"head_meta":76,"extra_data":78,"updated_unix":80},105,"en","pearson-functional-skills-maths-level-2-numberless-problem-solving","Pearson Functional Skills Maths - Level 2 - Numberless Problem Solving","","This document provides a collection of seven conceptual mathematics problems designed for Pearson Functional Skills Maths Level 2 learners. The exercises focus on 'numberless problem solving,' a pedagogical approach that requires students to identify the necessary mathematical processes—such as calculating compound interest, determining annual earnings, estimating travel time, assessing workforce requirements, calculating percentage profit, and designing spatial arrangements—without relying on immediate numerical computation. These scenarios challenge students to demonstrate their understanding of real-world mathematical logic, logical reasoning, and procedural planning, which are essential competencies for practical mathematical application. By removing specific numbers from the prompts, the material effectively encourages students to articulate the correct methodology, formulate step-by-step solutions, and explain the mathematical relationships inherent in diverse everyday financial and logistical 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invests some money.  \nHe receives compound interest on that money every year it is invested.  \nHow can he work out how much interest he will earn over a set number of years?  \nQuestion 2  \nCarlos invests some money.  \nHe receives compound interest on that money every year it is invested.  \nHe thinks that after a set number of years he will have saved a certain amount. How can he check if he is correct?  \nQuestion 3  \nPrasha sees an advert for a plumbing apprenticeship.  \nThe advert states how much the apprentice will earn per hour and how many hours per week they will work.  \nPrasha will be paid for 52 weeks of the year.  \nHow can Prasha work out how much money she will earn in a year?  \nQuestion 4  \nLucia is driving to a meeting.  \nShe will drive a set distance on the motorway.  \nShe knows the maximum speed limit on the motorway and she will not drive over it. How can she work out the minimum time she will spend on the motorway?  \nQuestion 5  \nSam is the manager at a factory.  \nLast weekend her employees assembled a number of identical wardrobes. Next weekend she needs a different number of wardrobes assembled. How can she work out how many employees she will need next weekend?  \nQuestion 6  \nWendy bought three clocks at a car boot sale.  \nShe recently sold each clock for a different price. How can she check what percentage profit she made?  \nQuestion 7  \nUditi wants to make a shoe tray. The tray will hold rows of shoes.  \nUditi has measured the width of the shoes. She has six pairs of shoes.  \nUditi draws this diagram of the shoe tray she will make.  \nThe width of the tray will need to be a certain percentage more than the width of the shoes. How can she work out how wide the tray needs to be?","cbCaip99TqfVtzzC","https://ap.wps.com/l/cbCaip99TqfVtzzC","pdf",136791,"English","# Compound Interest Problems\n## Calculating Interest and Savings Verification\n# Employment and Time Calculations\n## Annual Earnings and Travel Duration\n# Resource Management and Profitability\n## Workforce Estimation and Percentage Profit\n# Spatial Design\n## Tray Width Calculation","[{\"question\":\"What is the primary focus of these numberless math problems?\",\"answer\":\"The problems are designed to teach learners how to identify the correct mathematical processes and logic required to solve real-world situations, rather than performing simple arithmetic.\"},{\"question\":\"How should a student approach the plumbing apprenticeship problem?\",\"answer\":\"The student must identify the relationship between the hourly rate, the hours worked per week, and the total weeks in a year (52) to determine the annual income.\"},{\"question\":\"How does the factory manager problem differ from the others?\",\"answer\":\"This problem focuses on proportional reasoning and workforce planning, requiring the manager to compare production targets against labor capacity to determine the number of employees needed.\"}]","Pearson Functional Skills Maths - Level 2 - Numberless Problem Solving | PDF",1792464959]