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This workbook provides practice in working with fractional numbers and mixed numbers. Emphasis is placed upon addition, subtraction, multiplication, and division. Practice is also provided in renaming proper and improper fractions. The exercises correlate with the material on fractional numbers presented in basic middle grade mathematics texts. The pages are presented in a suggested order, but may be used in any order which best meets the child's needs. Parents who wish their children to have practice in mathematics skills will find the book as helpful as classroom teachers will find it. The exercises are presented so that a child can work with a minimum of supervision. Answers are included in a four-page leaflet in the middle of the book, which can be easily removed.
This workbook provides practice in working with fractional numbers and mixed numbers. Emphasis is placed upon addition, subtraction, multiplication, and division. Practice is also provided in renaming proper and improper fractions. The exercises correlate with the material on fractional numbers presented in basic middle grade mathematics texts. The pages are presented in a suggested order, but may be used in any order which best meets the child's needs. Parents who wish their children to have practice in mathematics skills will find the book as helpful as classroom teachers will find it. The exercises are presented so that a child can work with a minimum of supervision. Answers are included in a four-page leaflet in the middle of the book, which can be easily removed.
The theorems and principles of basic geometry are clearly presented in this workbook, along with examples and exercises for practice. All concepts are explained in an easy-to-understand fashion to help students grasp geometry and form a solid foundation for advanced learning in mathematics. Each page introduces a new concept, along with a puzzle or riddle which reveals a fun fact. Thought-provoking exercises encourage students to enjoy working the pages while gaining valuable practice in geometry.
Life of Fred Fractions to Advanced Algebra Blue 15-Book Set # 2 : Fractions, Zillions Fractions, Decimals and Percents, Zillions Decimals and Percents, Pre-Algebra 0 with Physics, Zillions Pre-Algebra 0 with Physics, Pre-Algebra 1 with Biology, Zillions Pre-Algebra 1 with Biology, Pre-Algebra 2 with Economics, Zillions Pre-Algebra 2 with Economics, Beginning Algebra Expanded Edition, Zillions Beginning Algebra, Advanced Algebra Expanded Edition, Zillions Advanced Algebra. The 15th Book is a Surprise Horrible Book from the Horrible Books Humorously Educational Series that covers Math, Science, Geography, History, and Biography that will totally complement your child's love for learning.
Higher level skills with addition, subtraction, multiplication, and division of fractions. Practice, review, and testing included.
This packet provides practice in working with fractional numbers, with emphasis placed upon multiplication. The exercises correlate with the material on fractional numbers presented in basic middle grade mathematics texts. The pages are presented in a suggested order, but may be used in any order which best meets the child's needs. Parents who wish their children to have practice in mathematics skills will find this packet as helpful as classroom teachers will find it. The exercises are presented so that a child can work with a minimum of supervision. Answers are included.
There is a nineteen-year recurrence in the apparent position of the sun and moon against the background of the stars, a pattern observed long ago by the Babylonians. In the course of those nineteen years the Earth experiences 235 lunar cycles. Suppose we calculate the ratio of Earth's period about the sun to the moon's period about Earth. That ratio has 235/19 as one of its early continued fraction convergents, which explains the apparent periodicity. Exploring Continued Fractions explains this and other recurrent phenomena—astronomical transits and conjunctions, lifecycles of cicadas, eclipses—by way of continued fraction expansions. The deeper purpose is to find patterns, solve puzzles, and discover some appealing number theory. The reader will explore several algorithms for computing continued fractions, including some new to the literature. He or she will also explore the surprisingly large portion of number theory connected to continued fractions: Pythagorean triples, Diophantine equations, the Stern-Brocot tree, and a number of combinatorial sequences. The book features a pleasantly discursive style with excursions into music (The Well-Tempered Clavier), history (the Ishango bone and Plimpton 322), classics (the shape of More's Utopia) and whimsy (dropping a black hole on Earth's surface). Andy Simoson has won both the Chauvenet Prize and Pólya Award for expository writing from the MAA and his Voltaire's Riddle was a Choice magazine Outstanding Academic Title. This book is an enjoyable ramble through some beautiful mathematics. For most of the journey the only necessary prerequisites are a minimal familiarity with mathematical reasoning and a sense of fun.