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Number Power Review is the perfect refresher to help students build critical-thinking skills and review computational skills from whole numbers to beginning algebra. Students are encouraged to use problem-solving strategies in all areas of math.
This book is the perfect refresher to help students build critical-thinking skills and review computational skills from whole numbers to beginning algebra. Students are encouraged to use problem-solving strategies in all areas of math.
Every Jamestown's Number Power book targets a particular set of math skills with straightforward explanations, easy-to-follow, step-by-step instruction, real-life examples, and extensive reinforcement exercises. Use these texts across the full scope of the basic mathematics curriculum, from whole numbers to pre-algebra and geometry. In Review, students build critical thinking skills and reviews computational skills from whole numbers to beginning algebra and geometry.
Flex mental muscles with our unique math bookstargeted to struggling readers.
Number Power Review is designed to help students brush up on basic computation and problem-solving skills--from whole numbers to beginning algebra. This book presents the core of mathematical skills considered most important in today's changing world. These are also the skills most likely to appear on state high school competency tests, on adult high school program tests, on the GED Test, and on pre-employment tests. Because of the importance of problem solving in all areas of math, Number Power Review discusses fifteen problem-solving strategies. These strategies are designed to help build the critical thinking skills students need today.
From rocket scientists to code breakers, “fascinating stories” of women who overcame obstacles, shattered stereotypes, and pursued their passion for math (Notices of the American Mathematical Society). With more than 200 photos and original interviews with several of the amazing women covered, Power in Numbers: The Rebel Women of Mathematics is a full-color volume that puts a spotlight on the influence of women on the development of mathematics over the last two millennia. Each biography reveals the life of a different female mathematician, from her childhood and early influences to the challenges she faced and the great achievements she made in spite of them. Learn how: After her father terminated her math lessons, Sofia Kovalevskaya snuck algebra books into her bed to read at night Emmy Noether became an invaluable resource to Albert Einstein while she was in the Navy Native American rocket scientist Mary Golda Ross developed designs for fighter jets and missiles in a top-secret unit Katherine Johnson’s life-or-death calculations at NASA meant that astronauts such as Alan Shepard and John Glenn made it home alive Shakuntala Devi multiplied massive numbers in her head so her family could eat at night Pamela Harris proved her school counselors wrong when they told her she would only succeed as a bilinguial secretary Carla Cotwright-Williams began her life in the dangerous streets of South-Central Los Angeles before skyrocketing to a powerful career with the Department of Defense in Washington, DC These women are a diverse group, but their stories have one thing in common: At some point on their journeys, someone believed in them—and made them think the impossible was perhaps not so impossible. “A quick read . . . full of dramatic stories and eye-catching illustrations.” —MAA Reviews “I found myself marveling at the personal anecdotes and quotes throughout the book.” —Notices of the American Mathematical Society
“The wise man knows he doesn’t know. The fool doesn’t know he doesn’t know.” Lao Tzu “In the West they only respect experts. But the expert mind is the closed mind.” Shunryu Suzuki What’s the most important step in fixing a puncture? It isn’t jacking up the car, or taking the wheel off, or finding the puncture. There’s something more fundamental than any of those. Something without which you can’t even begin to fix a puncture. The most important step is finding out you’ve got a puncture. Without that you can’t do anything. Instead of saying, “It’s just a bit bumpy, must be the road,” and carrying on, you must acknowledge that something has changed and you don’t know what that is. If you don’t admit you don’t know what’s happening, you can never find out. If you don’t find out, you can never change it. The most important step, always, is admitting you don’t know. That’s the power of ignorance. In this latest collection of real-life stories, Dave Trott provides lessons about problem solving and creative thinking that can be applied in advertising, business, and the wider world. With his trademark wit, wisdom and critical eye, he shows how great problem solvers and creative thinkers are those who are not afraid to say “I don’t know.”
OVER 300,000 COPIES IN PRINT, WITH A NEW CHAPTER ON THE 2018 TAX CUTS. There's a massive freight train bearing down on the average American investor, and it's coming in the form of higher taxes. The United States Government has made trillions of dollars in unfunded promises for programs like Social Security and Medicare—and the only way to deliver on these promises is to raise taxes. Some experts have even suggested that tax rates will need to double, just to keep our country solvent. Unfortunately, if you're like most Americans, you've saved the majority of your retirement assets in tax-deferred vehicles like 401(k)s and IRAs. If tax rates go up, how much of your hard-earned money will you really get to keep? In The Power of Zero, McKnight provides a concise, step-by-step roadmap on how to get to the 0% tax bracket by the time you retire, effectively eliminating tax rate risk from your retirement picture. Now, in this expanded edition, McKnight has updated the book with a new chapter on the 2017 Tax Cuts and Jobs Act, showing readers how to navigate the new tax law, and how they can extend the life of their retirement savings by taking advantage of it now. The day of reckoning is fast approaching. Are you ready to do what it takes to experience the power of zero?