Products related to Problem:
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Learning Trigonometry By Problem Solving
In this book, trigonometry is presented mainly through the solution of specific problems.The problems are meant to help the reader consolidate their knowledge of the subject.In addition, they serve to motivate and provide context for the concepts, definitions, and results as they are presented.In this way, it enables a more active mastery of the subject, directly linking the results of the theory with their applications.Some historical notes are also embedded in selected chapters.The problems in the book are selected from a variety of disciplines, such as physics, medicine, architecture, and so on.They include solving triangles, trigonometric equations, and their applications.Taken together, the problems cover the entirety of material contained in a standard trigonometry course which is studied in high school and college.We have also added some interesting, in our opinion, entertainment problems.To solve them, no special knowledge is required. While they are not directly related to the subject of the book, they reflect its spirit and contribute to a more lighthearted reading of the material.
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Perioperative Medicine : A Problem-Based Learning Approach
In recent years anesthesiologists have developed a more active role in the entire peri-operative period-from the decision for surgery, through recovery, discharge and beyond.In addition, the core training curriculum of anesthesiology has changed significantly to now include many non-operating room anesthesia rotations.General anesthesiology texts include varying degrees of perioperative management information, and a few titles are devoted specifically to the area.However, none combines a problem-based approach with review questions and answers with explanations. Following the format of the Anesthesiology Problem-Based Learning Approach series, each chapter in Perioperative Medicine describes a specific condition or situation and a virtual case presented through a series of questions and answers.With 48 chapters covering a broad array of conundrums encountered in clinical perioperative medicine, the text focuses on preoperative optimization of patients with different comorbidities, such as coronary artery disease, heart failure, chronic obstructive pulmonary disease, obstructive sleep apnea, diabetes mellitus, cirrhosis, substance use disorder, and anemia.Sections on how to choose preoperative tests, medication management, and handling ethical issues, like informed consent, DNR, and uncomfortable conversations with patients, are discussed in detail. Perioperative Medicine: A Problem-Based Learning Approach provides an up-to-date compendium of topics commonly presenting in daily practice and serves as a unique learning opportunity for the busy perioperative clinician approaching a new case and for clinicians in training who need to learn the basics.
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Awesome Math : Teaching Mathematics with Problem Based Learning
Help your students to think critically and creatively through team-based problem solving instead of focusing on testing and outcomes. Professionals throughout the education system are recognizing that standardized testing is holding students back.Schools tend to view children as outcomes rather than as individuals who require guidance on thinking critically and creatively.Awesome Math focuses on team-based problem solving to teach discrete mathematics, a subject essential for success in the STEM careers of the future.Built on the increasingly popular growth mindset, this timely book emphasizes a problem-solving approach for developing the skills necessary to think critically, creatively, and collaboratively. In its current form, math education is a series of exercises: straightforward problems with easily-obtained answers.Problem solving, however, involves multiple creative approaches to solving meaningful and interesting problems.The authors, co-founders of the multi-layered educational organization AwesomeMath, have developed an innovative approach to teaching mathematics that will enable educators to: Move their students beyond the calculus trap to study the areas of mathematics most of them will need in the modern worldShow students how problem solving will help them achieve their educational and career goals and form lifelong communities of support and collaborationEncourage and reinforce curiosity, critical thinking, and creativity in their studentsGet students into the growth mindset, coach math teams, and make math fun againCreate lesson plans built on problem based learning and identify and develop educational resources in their schools Awesome Math: Teaching Mathematics with Problem Based Learning is a must-have resource for general education teachers and math specialists in grades 6 to 12, and resource specialists, special education teachers, elementary educators, and other primary education professionals.
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The Evolving Self : Problem and Process in Human Development
The Evolving Self focuses upon the most basic and universal of psychological problems—the individual’s effort to make sense of experience, to make meaning of life.According to Robert Kegan, meaning-making is a lifelong activity that begins in earliest infancy and continues to evolve through a series of stages encompassing childhood, adolescence, and adulthood.The Evolving Self describes this process of evolution in rich and human detail, concentrating especially on the internal experience of growth and transition, its costs and disruptions as well as its triumphs. At the heart of our meaning-making activity, the book suggests, is the drawing and redrawing of the distinction between self and other.Using Piagetian theory in a creative new way to make sense of how we make sense of ourselves, Kegan shows that each meaning-making stage is a new solution to the lifelong tension between the universal human yearning to be connected, attached, and included, on the one hand, and to be distinct, independent, and autonomous on the other.The Evolving Self is the story of our continuing negotiation of this tension.It is a book that is theoretically daring enough to propose a reinterpretation of the Oedipus complex and clinically concerned enough to suggest a variety of fresh new ways to treat those psychological complaints that commonly arise in the course of development. Kegan is an irrepressible storyteller, an impassioned opponent of the health-and-illness approach to psychological distress, and a sturdy builder of psychological theory.His is an original and distinctive new voice in the growing discussion of human development across the life span.
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Is population growth a problem?
Population growth can be a problem in certain contexts. Rapid population growth can put strain on resources, infrastructure, and the environment, leading to issues such as overcrowding, pollution, and resource depletion. However, in some cases, a declining population can also pose challenges, such as an aging workforce and declining economic growth. Therefore, the impact of population growth depends on various factors such as the availability of resources, the distribution of wealth, and the effectiveness of government policies. It is important to address the root causes of population growth and work towards sustainable solutions that benefit both people and the planet.
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What is the problem with learning?
The problem with learning is that it can be challenging and requires effort and persistence. Many people may struggle with certain subjects or concepts, leading to frustration and discouragement. Additionally, the traditional education system may not always cater to individual learning styles and needs, making it difficult for some people to fully engage and understand the material. Furthermore, distractions and lack of motivation can also hinder the learning process.
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What is the math problem about growth?
The math problem about growth typically involves calculating the increase or decrease in a quantity over time. This can be represented using exponential or linear growth models, depending on the specific situation. The problem may involve finding the rate of growth, the final amount after a certain period of time, or the initial quantity given the growth rate and final amount. These types of problems are commonly encountered in fields such as finance, population studies, and biology.
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Is learning Japanese with Genki a problem?
Learning Japanese with Genki is not necessarily a problem, but it may present challenges for some learners. Genki is a popular textbook series for learning Japanese, but its pace and teaching style may not be suitable for everyone. Some learners may find the grammar explanations and exercises to be difficult to understand, while others may thrive with the structured approach. It ultimately depends on the individual's learning style and preferences.
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Collins Easy Learning KS1 Problem Solving and Reasoning, none
Help to develop your childs problem solving and reasoning with this Collins Easy Learning KS1 activity book. Fully in line with the national curriculum, this activity book provides reassurance whilst supporting your child's learning at home and has been designed to give your child a real sense of achievement. Featuring helpful tips and answers, this workbook can help and support your child's learning and help to boost confidence.. A4 activity book. Prepare for School. Easy home learning. Fully in line with the national curriculum. Provides reassurance whilst supporting your child's learning at home. Designed to give your child a real sense of achievement. Helpful tips and answers. Age 5-7. Approximate dimensions (mm) H294 W209 D2. Weight 110g
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Teachers Learning : Professional Development and Education
A collaborative series with the University of Cambridge Faculty of Education highlighting leading-edge research across Teacher Education, International Education Reform and Language Education. Teachers Learning focuses on continuing teacher's professional development through accounts of recent enquiries.From presenting evidence and arguments about the teacher's role and profession, knowledge and knowledge creation, other organisations in the educational landscape, issues of power, status and development, this book highlights the crucial importance and effectiveness of teachers' learning benefitting pupils and classroom learning.
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Dynamic Truth : A Study of the Problem of Doctrinal Development
DYNAMIC TRUTH is a reprint of the author's groundbreaking dissertation on Change in Seventh-day Adventist Theology.Submitted in 1995 and initially published in 1999 (Part I) and 2000 (Part II), it is the first and only in-depth study to date dealing with the issue of doctrinal development from an Adventist perspective. Part I analyzes the intricate problem of doctrinal development and presents a historical survey of theories of doctrinal change, classifying them in three ideal types.In the author's view, a dialectic approach concerned about substantial continuity as well as authentic change can best avoid the pitfalls of dogmatic immobilism and revisionism. Part II provides a detailed study of the problem of doctrinal change in a Seventh-day Adventist setting.It analyzes the extent, nature, and direction of doctrinal developments in the light of the religious background of the church and the social forces at work in it.It also discusses the church's response to doctrinal adjustments and Ellen G.White's involvement in, and conception of, doctrinal change.The study concludes that Adventist teachings have been significantly affected by theological and hermeneutical developments under the impact of social forces nudging the church closer towards evangelical Protestantism.Ellen White, co-founder of the church, was personally involved in theological change.Her concept of doctrinal development shows a remarkable depth of insight and presents a well-balanced approach to the dynamics of faith and truth.
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Problem Solved
A primer in design and communication that offers solutions to the recurring problems faced by by students and professionals.It explores the ways creatives interpret their clients' brief, propose new ideas and reinvent existing products and brands, referring to a huge cross-section of different projects by acclaimed designers and agencies, including Saatchi and Saatchi, Paul Rand, George Lois, Bob Gill and Pentagram.
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What is the problem of education?
The problem of education is multifaceted and complex. One major issue is the lack of access to quality education for many individuals, particularly in low-income and marginalized communities. Additionally, there is a growing concern about the relevance of traditional education in preparing students for the rapidly changing job market and technological advancements. Furthermore, the education system often fails to address the diverse learning needs of students, leading to disparities in academic achievement. Overall, the problem of education encompasses issues of access, quality, relevance, and equity.
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'I can't make progress with the math problem.'
If you are struggling to make progress with a math problem, it might be helpful to take a step back and approach it from a different angle. Try breaking the problem down into smaller parts or seeking help from a teacher, tutor, or classmate. Sometimes taking a short break and returning to the problem with a fresh perspective can also be beneficial. Remember that it's okay to ask for help and that persistence and practice are key to improving your math skills.
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How do I solve this exponential growth problem?
To solve an exponential growth problem, you first need to identify the initial value (starting point) and the growth rate (percentage increase). Then, you can use the formula for exponential growth: A = P(1 + r)^t, where A is the final amount, P is the initial value, r is the growth rate, and t is the time period. Plug in the values you have into the formula and calculate the final amount after the given time period.
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What is the word problem for exponential growth?
The word problem for exponential growth typically involves a scenario where a quantity is increasing at a constant percentage rate over time. For example, a population of bacteria doubling every hour or an investment growing at a fixed interest rate. The challenge is to determine the final amount or size of the quantity after a certain period of time, given the initial amount and the growth rate. The formula for exponential growth, A = P(1 + r)^t, where A is the final amount, P is the initial amount, r is the growth rate, and t is the time, is often used to solve such problems.
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