If You Were a Quadrilateral


Book Description

The creative examples, simple text, and art in this series help students learn primary math concepts.




The Quadrilateral Band


Book Description

This book discusses the attributes of quadrilaterals, which are very confusing to students. The names of the shapes and the specifics of their classifications are discussed in a story form for students.




Wesley and the Quadrilateral


Book Description

A collection of five essays discussing the origin, meaning, and relevance of the United Methodist Church's "Wesleyan Quadrilateral" which is scripture, tradition, reason, and experience. The authors agree that American Methodism theology should give scripture primary importance over the other areas, without negating them, in order to move past the current debate and into the twenty-first century.




The Evangelical Quadrilateral


Book Description

David Bebbington is well known for his characterization of the Evangelical movement in terms of the four leading emphases of Bible, cross, conversion, and activism. This quadrilateral was expounded in his classic 1989 book Evangelicalism in Modern Britain: A History from the 1730s to the 1980s. Bebbington developed many of the themes in that book in articles published from the 1980s to the present, but until now most of those articles have remained little known. The present collection of thirty-two essays makes readily available these important explorations of key aspects in the history of Evangelicalism. The Evangelical movement arose in the eighteenth century in Britain and America as a revitalization of Protestantism. Sharing much with the Puritans who preceded them, the Evangelicals nevertheless adopted a fresh stance by making revival rather than reformation their priority. Coming from diverse denominations, they formed a zealous united front. Over subsequent centuries they grew in number and carried their message throughout the world, giving rise to many of the churches in the global South that have come to the forefront in world Christianity. The essays in this work deal chiefly with Britain, though a few place the British movement in a world setting. Because Evangelicals on both sides of the Atlantic interacted, reading much of the same literature and visiting each other, there was a great deal of common ground between the British and American movements. Hence many of the topics covered here relate to developments mirrored in the American churches over the last three centuries. The two volumes of The Evangelical Quadrilateral address different aspects of the Evangelical movement. The first volume deals with issues in the movement as a whole, and the second volume examines features of particular denominational bodies within Evangelicalism. Each volume contains an introductory essay reviewing recent literature in the field, and then a series of related essays. Volume 2, The Denominational Mosaic of the British Gospel Movement, turns to the movement's component parts. The essays cover such representative areas as the Islington Conference's influence in setting out the public stance of Anglican Evangelicals, the doctrine and spirituality of the Methodists, the Baptists in Britain in light of Nathan Hatch's thesis about the democratization of American Christianity, the role of the (so-called Plymouth) Brethren in world Evangelicalism, and the charismatic renewal that transformed church life in the postwar world. This second volume therefore brings out the wide range of denominations in the Evangelical mosaic.




Understanding Numbers – 8


Book Description

Understanding Numbers is a carefully written series of mathematics to help students encourage the study of mathematics in the best interactive form. It contains ample practice material, attractive illustrations and real-life examples for the students to relate the topics with their everyday life. Special care has been taken while teaching topics like geometry and probability to the students. Keeping in mind the development status and comprehension level of students, the text has been presented in a well graded manner.




New Number Fun Maths Made Easy – 8


Book Description

The series is based on the NCER syllabus and follows the vision of National Curriculum Framework (NCF) 2005. The series emphasises on developing the thinking and reasoning skills among children. It connects mathematics with real-life situations. Books for Primer A, B, classes 1 and 2 are in workbook format. Enough practice has been provided so that children can master the subject.




Maths Mate – 6 NEW


Book Description

1. It is a series of eight textbooks for Classes 1 to 8 that conforms to the vision of National Curriculum Framework and is written in accordance with the latest syllabus of the CBSE. 2. Learning Objectives: Lists well what a learner will know and be able to do after studying the chapter. 3. Let’s Recall: Refreshes the concepts learnt in the form of a revision exercise to brush up the concepts taught in previous chapters or grades. 4. Let’s Begin: Introduction to the chapter. 5. My Notes: Tips to help the learner remember the important points/formulae taught in the chapter. 6. Let’s Try: Simple straight forward questions for quick practice while studying any topic based on the first two levels of Bloom’s Taxonomy —Knowledge and Understanding. 7. Error Alarm: Common mistakes which learners commit often along with the correct way of doing the same. 8. Know More: Additional information for the learners relating to the concepts learnt in the chapter 9. Maths in My Life includes questions relating Maths to daily life and which can help relate the topic with the environment (life) around us. 10. Tricky Maths: Challenge questions to help the learners build thinking skills and reasoning skills by solving tricky questions. 11. Project Work: Projects which can help learners connect Math with our daily life or that take the concepts learnt to a new level. 12. Concept Map: Summary points to list the important concepts learnt in the chapter in a crisp form. 13. Test Zone: Revision exercise of the concepts learnt in the chapter. This includes both objective and subjective type of questions. 14. Mental Maths: Maths problems for performing faster calculations mentally. 15. Maths Master: Involves deep critical thinking of learners about any topic, concept, relation, fact or anything related to that chapter. May have open ended questions or extension of the topic. 16. Application in Real-Life: Every chapter in each book also explains how and where it is used in daily life. 17. In the Lab: Math lab activities for helping the learners understand the concepts learnt through hands-on experience. 18. Practice Zone: Chapter-wise practice sheets includes subjective questions for additional practice which are a part of each book.







A Cornucopia of Quadrilaterals


Book Description

A Cornucopia of Quadrilaterals collects and organizes hundreds of beautiful and surprising results about four-sided figures—for example, that the midpoints of the sides of any quadrilateral are the vertices of a parallelogram, or that in a convex quadrilateral (not a parallelogram) the line through the midpoints of the diagonals (the Newton line) is equidistant from opposite vertices, or that, if your quadrilateral has an inscribed circle, its center lies on the Newton line. There are results dating back to Euclid: the side-lengths of a pentagon, a hexagon, and a decagon inscribed in a circle can be assembled into a right triangle (the proof uses a quadrilateral and circumscribing circle); and results dating to Erdős: from any point in a triangle the sum of the distances to the vertices is at least twice as large as the sum of the distances to the sides. The book is suitable for serious study, but it equally rewards the reader who dips in randomly. It contains hundreds of challenging four-sided problems. Instructors of number theory, combinatorics, analysis, and geometry will find examples and problems to enrich their courses. The authors have carefully and skillfully organized the presentation into a variety of themes so the chapters flow seamlessly in a coherent narrative journey through the landscape of quadrilaterals. The authors' exposition is beautifully clear and compelling and is accessible to anyone with a high school background in geometry.




Number Game 6


Book Description