11 Essentials Numerical Reasoning Multi Part

Author : Dr Darrel P Francis Ma
Publisher :
ISBN 13 : 9781511607216
Total Pages : 68 pages
Book Rating : 4.6/5 (72 download)

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Download or read book Eureka! Challenging Maths and Numerical Reasoning Exam Questions for 11+ Book 1 written by Dr Darrel P Francis Ma and published by . This book was released on 2015-05-06 with total page 68 pages. Available in PDF, EPUB and Kindle. Book excerpt: EUREKA! Challenging Maths and Numerical Reasoning Exam Questions for 11+ Preparation Modern-style, long, multi-step questions Full-length answers with full methods Infoboxes with Tips, Tricks and Traps! Cover the breadth of the KS2 syllabus at the depth expected for 11+ Focus your training time on the harder material Space to show your detailed working Part of an extensive multi-book series Preparing for the 11+ Pupils approaching the 11+ Examination face many challenges, including lack of time, uncertainty over what is required, and an ever-changing and secretive testing environment. Plain "mathematics" questions are progressively being replaced with more demanding "numerical reasoning" questions. Selective schools are increasingly interested in not only rote recall of methods but also the ability to understand questions expressed in prose and skilfully apply (sometimes several) mathematical principles to arrive at an answer. The Eureka! 11+ Challenging Maths and Numerical Reasoning series of books to provide focused preparation for pupils and their busy parents. Questions are expressed in words, with the pupils learning the habit of extracting the relevant numbers and key facts. Most questions are multi-part, reflecting the trend in examinations to challenge pupils skills at progressively higher levels as the question unfolds. These questions are the upper echelon of what is tested at 11+. Although they need only Key Stage 2 concepts, they are challenging because they require good command of multiple skills simultaneously. Pupils, and perhaps even parents, will find very few of these questions to be very easy. Thankfully, the real exam will contain many easier questions, but preparation time is best spent on those which present greater challenges and therefore more learning opportunities. When answering the questions Set yourself a target, e.g. "3 questions in half an hour" Write down clearly your steps of working in full to make checking easier Go through the answers soon after doing the questions Do not be sad if you have made mistakes: learn from them Many questions cover areas where even strong pupils are prone to errors Watch out for the Traps described Incorporate the Tips into your methods in future See if the Method suggested is quicker or less open to error than yours For any examination, diligent practice, carefully analysing errors, mulling over methods, and developing and testing your own preferred approaches pay enormous dividends.