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Sir Cumference And The First Round Table: A Math Adventure
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Sir Cumference And The First Round Table: A Math AdventureKing Arthur was a good ruler, but in this math adventure he needs a good ruler. Geometry is explained with humor in Sir Cumference and the First Round Table, making it fun and accessible for beginners. What would you do if the neighboring kingdom were threatening war? Naturally, you'd call your strongest and bravest knights together to come up with a solution.  Enter Sir Cumference, his wife Lady Di of Ameter, and their son Radius. Thanks to them, even the most hesitant will be romancing math. Reading Level: Grade 2-5

REUPLOAD NEEDED

 
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Math magic, tricky math
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Math magic, tricky math

Power in Numbers
  • Pick a number between 1 and 9
  • Multiply your number by 9
  • Multiply your new number by 12,345,679
  • We will guess your number…
 
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Maths and English for Electrical: Functional Skills
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Maths and English for Electrical: Functional SkillsMaths and English for Electrical: Functional Skills

This write-in workbook is an invaluable resource to help learners' improve their Maths and English skills and help prepare for Level 1 and Level 2 Functional Skills exams. The workbook format enables learners to practice and improve their maths and English skills and the real-life questions, exercises and scenarios are all written with an electrical Installation context to help learners find essential Maths and English theory understandable, engaging and achievable. This workbook is an invaluable resource to support Maths and English learning in the classroom, at work and for personal study at home.
 
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Easy Algebra Step-by-Step
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Easy Algebra Step-by-Step

Take it step-by-step for algebra success!
The quickest route to learning a subject is through a solid grounding in the basics. So what you won’t find in Easy Algebra Step-by-Step is a lot of endless drills. Instead, you get a clear explanation that breaks down complex concepts into easy-to-understand steps, followed by highly focused exercises that are linked to core skills--enabling learners to grasp when and how to apply those techniques.
 
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Maths and English for Business Administration
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Maths and English for Business AdministrationMaths and English for Business Administration

This write-in workbook is an invaluable resource to help students' improve their Maths and English skills and help prepare for Level 1 and Level 2 Functional Skills exams. The real-life questions are all written with a business administration context to help students find essential Maths and English theory understandable, engaging and achievable. Written by Carol Vella, lecturer with a wealth of experience in the Retail and Business Administration industry, this workbook is an effective resource to support Maths and English learning in the classroom, at work and for personal study at home.
 
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The Penguin Dictionary of Mathematics (4th edition)
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The Penguin Dictionary of Mathematics (4th edition)

Covering all branches of pure and applied mathematics, including algebra, geometry, mechanics, and statistics, The Penguin Dictionary of Mathematics is invaluable for students at the high school or university level. It is also a useful and versatile source book for economists, business people, engineers, technicians, scientists of all kinds, and anyone else who uses mathematics in the course of daily work.
 
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How to be Inventive When Teaching Primary Mathematics: Developing outstanding learners
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How to be Inventive When Teaching Primary Mathematics: Developing outstanding learnersHave you ever taken your children on a maths walk?

Are your pupils shape detectives?

How to be Inventive When Teaching Primary Mathematics is a pocket guide to inspire primary teachers to become confident, effective, imaginative teachers who enjoy teaching, and whose pupils enjoy learning. It is packed with exciting, creative, unexpected ideas, to help teachers and pupils open their eyes to the mathematical world around them. It gives teachers the tools to develop their own classroom activities and experiences, supporting learners as they move fluently between mathematical ideas and develop their ownership of mathematics

 
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