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Private investigator Paul Finley is hired by an academic for the overtly simple task of returning films shot by an associate of his client in Paris more than 30 years earlier. But the contacts he is given for returning the films begin dying in various ways, including homicide and cancer. Then the client himself commits suicide. Even worse for Finley, Homeland Security agents move in to get their hands on the films.
Triangle extravaganza! Create unique, dynamic designs within pieced triangles, then combine those triangles with other shapes to make sassy stars, daisies, and pinwheels. Add a hexagonal quilt to your repertoire-perfect for a wallhanging or tabletop centerpiece. Whether your palette preference runs to vivid or more muted hues, you'll discover how your color schemes will add a hint of movement to your quilts. • Create complex-looking designs for any size quilt by combining simple shapes like triangles and diamonds • Learn how to use color and value to make your quilts glow • Try a variety of skill-building techniques from strip piecing to Y-seams
Introduction to Recognition and Deciphering of Patterns is meant to acquaint STEM and non-STEM students with different patterns, as well as to where and when specific patterns arise. In addition, the book teaches students how to recognize patterns and distinguish the similarities and differences between them. Patterns, such as weather patterns, traffic patterns, behavioral patterns, geometric patterns, linguistic patterns, structural patterns, digital patterns, and the like, emerge on an everyday basis, . Recognizing patterns and studying their unique traits are essential for the development and enhancement of our intuitive skills and for strengthening our analytical skills. Mathematicians often apply patterns to get acquainted with new concepts--a technique that can be applied across many disciplines. Throughout this book we explore assorted patterns that emerge from various geometrical configurations of squares, circles, right triangles, and equilateral triangles that either repeat at the same scale or at different scales. The book also analytically examines linear patterns, geometric patterns, alternating patterns, piecewise patterns, summation-type patterns and factorial-type patterns. Deciphering the details of these distinct patterns leads to the proof by induction method, and the book will also render properties of Pascal’s triangle and provide supplemental practice in deciphering specific patterns and verifying them. This book concludes with first-order recursive relations: describing sequences as recursive relations, obtaining the general solution by solving an initial value problem, and determining the periodic traits. Features • Readily accessible to a broad audience, including those with limited mathematical background • Especially useful for students in non-STEM disciplines, such as psychology, sociology, economics and business, as well as for liberal arts disciplines and art students.
The book's objectives are to expose students to analyzing and formulating various patterns such as linear, quadratic, geometric, piecewise, alternating, summation-type, product-type, recursive and periodic patterns. The book will present various patterns graphically and analytically and show the connections between them. Graphical presentations include patterns at same scale, patterns at diminishing scale and alternating patterns.The book's goals are to train and expand students' analytical skills by presenting numerous repetitive-type problems that will lead to formulating results inductively and to the proof by induction method. These will start with formulating basic sequences and piecewise functions and transition to properties of Pascal's Triangle that are horizontally and diagonally oriented and formulating solutions to recursive sequences. The book will start with relatively straight forward problems and gradually transition to more challenging problems and open-ended research questions. The book's aims are to prepare students to establish a base of recognition and formulation of patterns that will navigate to study further mathematics such as Calculus, Discrete Mathematics, Matrix Algebra, Abstract Algebra, Difference Equations, and to potential research projects. The primary aims out of all are to make mathematics accessible and multidisciplinary for students with different backgrounds and from various disciplines.
Westminster Abbey contains the only surviving medieval Cosmatesque mosaics outside Italy. They comprise: the ‘Great Pavement’ in the sanctuary; the pavement around the shrine of Edward the Confessor; the saint’s tomb and shrine; Henry III’s tomb; the tomb of a royal child, and some other pieces. Surprisingly, the mosaics have never before received detailed recording and analysis, either individually or as an assemblage. The proposed publication, in two volumes, will present a holistic study of this outstanding group of monuments in their historical architectural and archaeological context. The shrine of St Edward is a remarkable survival, having been dismantled at the Dissolution and re-erected (incorrectly) in 1557 under Queen Mary. Large areas of missing mosaic were replaced with plaster on to which mosaic designs were carefully painted. This 16th-century fictive mosaic is unique in Britain. Conservation of the sanctuary pavement was accompanied by full archaeological recording with every piece of mosaic decoration drawn and colored by David Neal, phase plans have been prepared, and stone-by-stone examination undertaken, petrologically identifying and recording the locations of all the materials present. It has revealed that both the pavements and tombs include a range of exotic stone types. The Cosmati study has shed fresh light on every aspect of the unique series of monuments in Westminster Abbey; this work will fill a major lacuna in our knowledge of 13th-century English art of the first rank, and will command international interest.
A research based, NSF funded, K5 mathematics program integrating math, science and language arts. Includes a Spanish translantion of instuctional units.
A high-impact factor, prestigious, annual publication containing invited surveys by subject leaders: essential reading for all practitioners and researchers.
Put math manipulatives to work in your classroom and make teaching and learning math both meaningful and productive. Would you like to bring math learning to life and make it more concrete, relevant, and accessible to your students? Do you wish you could do more with the manipulatives buried in your supply closet? Do you want to more effectively use virtual manipulatives in your distance learning? Whether physical or virtual, commercial or home-made, manipulatives are a powerful learning tool to help students discover and represent mathematical concepts. Mastering Math Manipulatives includes everything you need to integrate math manipulatives—both concrete and virtual—into math learning. Each chapter of this richly illustrated, easy-to-use guide focuses on a different powerful tool, such as two-color counters, linking cubes, base ten blocks, fraction manipulatives, pattern blocks, tangrams, geometric solids, and others, and includes a set of activities that demonstrate the many ways teachers can leverage manipulatives to model and reinforce math concepts for all learners. It features: Classroom strategies for introducing math manipulatives, including commercial, virtual, and hand-made manipulatives, into formal math instruction. Step-by-step instructions for 75 activities that work with any curriculum, including four-color photos, printable work mats, and demonstration videos. Handy charts that sort activities by manipulative type, math topic, domains aligned with standards, and grade-level appropriateness. It′s time to dive in and join in the journey toward making manipulatives meaningful so math learning is concrete, profound, and effective for your students!
Fans of Jennifer Chiaverini's Elm Creek Quilts series can now stitch up the quilts inspired by her last six novels. The best-selling author shares her inspiration for each of the quilts featured in The Winding Ways Quilt, The Quilter's Kitchen, The Lost Quilter, A Quilter's Holiday, The Aloha Quilt, The Union Quilters, and The Wedding Quilt. Create a bit of Elm Creek for your home!