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Ashish M Dikshit and Dr. Ashish Dikshit, PHD
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Develops the core concepts of Calculus, which are essential for higher-level studies in Mathematics, Physics, and Engineering
Taught by Ashish M Dikshit and Dr. Ashish Dikshit, PHD, who are recognized for their expertise in Calculus
Provides practical techniques and a structured approach to learning Calculus, making it accessible to students with varying skill levels
Leverages Wolfram Mathematica, a powerful tool used by experts in Mathematics, for interactive learning and visualizations
Covers a comprehensive range of Calculus topics, including limits, derivatives, integrals, and applications
Requires students to have a foundational understanding of Mathematics, including Algebra and Trigonometry

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Reviews summary

Calculus limits project with visuals

This project-based course on Calculus limits is a valuable resource for students of all skill levels who want to excel in Calculus, Data Science, and related fields. Using Wolfram Mathematica, learners will master essential concepts through practical techniques and expert learning methods.
Teaches expert math learning techniques
"This project gives you easy access to the invaluable learning techniques used by experts in maths."
Utilizes Wolfram Mathematica for illustrations
"In this project we will drill down and grasp the following concepts using Wolfram Mathematica illustrations"
Could improve explanation of Mathematica program
"The instructor needs to do a better job explaining how to use the Mathmatica program"

Activities

Be better prepared before your course. Deepen your understanding during and after it. Supplement your coursework and achieve mastery of the topics covered in Limits for AP®(Calculus AB,BC) & Data Science -with Visuals with these activities:
Review Pre-Calculus concepts
Refresh your knowledge of pre-Calculus concepts to strengthen your foundation for Calculus. This will ensure a smoother transition into the more advanced topics covered in the course.
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  • Review notes or textbooks from your previous pre-Calculus courses.
  • Focus on topics such as functions, graphs, trigonometry, and algebra.
  • Solve practice problems to test your understanding.
Join Study Groups for Calculus
Collaborate with peers to enhance your comprehension of Calculus. Participate in discussions, ask questions, and work together to solve problems, fostering a supportive learning environment.
Browse courses on Calculus
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  • Identify classmates who are also taking the Calculus course.
  • Set up regular study sessions.
  • Review class notes together.
  • Work on practice problems as a group.
Review Calculus: Early Transcendentals
Reinforce the concepts of Calculus through a structured review of this textbook, ensuring a deeper understanding of the subject matter.
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  • Read the textbook chapters that align with the course content.
  • Take notes and highlight important concepts.
  • Solve practice problems at the end of each chapter.
  • Discuss key concepts with classmates or a tutor.
Four other activities
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Show all seven activities
Explore Calculus Concepts through Wolfram Mathematica Tutorials
Expand your knowledge of Calculus through guided tutorials that provide step-by-step instructions and demonstrations using Wolfram Mathematica, reinforcing your understanding of complex concepts.
Browse courses on Calculus
Show steps
  • Search for Wolfram Mathematica tutorials on Calculus topics.
  • Watch videos or read documentation.
  • Follow along with the provided examples.
  • Use the software to practice the concepts you learn.
Solve Calculus Problems Using Wolfram Mathematica
Enhance your problem-solving skills and deepen your understanding of Calculus by completing numerous practice problems and accessing worked solutions through Wolfram Mathematica.
Browse courses on Calculus
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  • Access the Wolfram Mathematica online resource.
  • Input Calculus problems into the software.
  • Analyze the step-by-step solutions provided.
  • Identify and correct any misconceptions.
Develop a Study Guide for Calculus Limits
Synthesize your understanding of Calculus limits by creating a comprehensive study guide. This process will help you identify key concepts, organize your knowledge, and prepare effectively for assessments.
Browse courses on Calculus
Show steps
  • Gather notes, textbooks, and other learning materials.
  • Identify the main limit concepts covered in the course.
  • Organize the concepts into a logical structure.
  • Write clear and concise explanations for each concept.
  • Include practice problems and solutions.
Develop Explanatory Videos on Calculus Concepts
Solidify your understanding of Calculus by creating engaging and informative videos that explain key concepts, allowing you to teach and reinforce your knowledge.
Browse courses on Calculus
Show steps
  • Choose a specific Calculus topic to cover.
  • Research and gather relevant information.
  • Write a script or outline for your video.
  • Create visual aids, such as graphs or diagrams.
  • Record and edit your video.

Career center

Learners who complete Limits for AP®(Calculus AB,BC) & Data Science -with Visuals will develop knowledge and skills that may be useful to these careers:
Data Scientist
A key component of Data Science is being able to communicate ideas clearly and concisely, and this course can provide the foundation for doing so. Additionally, you will be able to use the techniques in this course to manipulate data in order to reveal insights for your team or organization.
Statistician
Statisticians must be able to think systematically, understand mathematical and statistical principles, and interpret and communicate statistical information clearly and effectively to technical and nontechnical audiences. This course can provide the strong mathematical foundation needed to succeed as a Statistician, and the principles can be applied to almost any field, such as public health, business, or engineering.
Mathematician
Mathematicians use mathematics to solve problems, develop new theories, and teach. This course can help develop the problem-solving skills and mathematical foundation necessary to succeed as a Mathematician, and will allow a candidate to better understand the mathematical components of the role. Additionally, the problem-solving skills developed in this course are essential for Mathematicians.
Actuary
Actuaries use mathematics and statistics to assess and manage risk. This course can provide a strong foundation in mathematics that will prepare you for the actuarial exams, and it can help develop the problem-solving skills necessary to succeed in this field.
Quant
Quants use mathematics and statistics to solve problems in the financial industry. This course can provide a strong foundation in mathematics that will be helpful for a Quant, and it will allow a candidate to better understand the quantitative components of the role. Additionally, the problem-solving skills developed in this course are essential for Quants.
Operations Research Analyst
Operations Research Analysts use mathematical models to solve problems in a variety of industries, including manufacturing, healthcare, and finance. This course can help develop the problem-solving skills necessary for this role, as well as the mathematical foundation required to understand and use quantitative models.
Financial Analyst
Financial Analysts use math to solve problems and help their clients make informed decisions. This course can build a solid foundation in mathematics that will be helpful for a Financial Analyst, and taking a structured and quantitative approach is a hallmark of the successful professionals in this field.
Data Analyst
Data Analysts use data to solve problems and make informed decisions. This course can provide a strong foundation in mathematics and statistics that will be helpful for a Data Analyst, and it can help develop the problem-solving skills necessary to succeed in this field.
Physicist
Physicists must have a strong understanding of mathematics and physics in order to understand the behavior of matter and energy. This course can provide a foundation in mathematics that will be helpful for a Physicist, and will help you understand the quantitative components of the role. In this role, you will also need to convey information to others. With practice, this course can help you understand the fundamentals of communicating scientific findings to colleagues and supervisors.
Chemist
Chemists use their knowledge of chemistry and mathematics to develop new products and solve problems. This course may help you build the mathematical skills necessary to succeed as a Chemist, and will help you understand the quantitative components of the role. In this role, you will also need to convey information to others. With practice, this course can help you understand the fundamentals of communicating scientific findings to colleagues and supervisors.
Electrical Engineer
Electrical Engineers design, develop, and test electrical systems and components. This course can provide a foundation in mathematics that will be helpful for an Electrical Engineer, and the principles from this course can be applied to many electrical systems and components.
Biological Technician
A Biological Technician must be able to use their knowledge of science and math to solve problems. This course can provide the mathematical background necessary to succeed in this role, and will allow a candidate to better understand the quantitative components of the role. In this role, you will also need to convey information to others. With practice, this course can help you understand the fundamentals of communicating scientific findings to colleagues and supervisors.
Market Research Analyst
Market Research Analysts combine advanced research and analytical skills to collect, interpret, and present market research data. This course will introduce concepts and techniques that Market Research Analysts use to make sense of data. Additionally, this course may help you improve your communication skills, which are necessary for presenting research findings to clients.
Software Engineer
Software Engineers rely on their knowledge of mathematics to design, develop, and maintain software systems. This course can provide some of the necessary mathematical skills for this role, and can help you develop the mindset to be successful.
Teacher
Teachers at the high school level or lower may use this course to enhance their existing mathematical knowledge in order to better teach their students. Additionally, while lesson planning and classroom management techniques are not covered in this course, the knowledge gained here may be extrapolated and applied to your own teaching.

Reading list

We've selected 15 books that we think will supplement your learning. Use these to develop background knowledge, enrich your coursework, and gain a deeper understanding of the topics covered in Limits for AP®(Calculus AB,BC) & Data Science -with Visuals.
This comprehensive textbook on calculus and analytic geometry covers limits in detail, providing a solid foundation for further studies in mathematics.
This classic calculus textbook provides a comprehensive and rigorous treatment of limits, offering a solid foundation for the concepts covered in the course.
This practical guide to data science provides insights into the applications of limits in data analysis and modeling, expanding the scope of the course.
This timeless classic on problem-solving strategies provides insights into approaching and understanding mathematical concepts, including limits.
This innovative textbook combines visual representations with mathematical rigor, providing a unique perspective on limits and their applications in complex analysis.
This short but insightful book presents a geometric approach to limits, providing a different perspective on the concepts covered in the course.
This foundational textbook on linear algebra provides a strong mathematical background for the concepts of limits and their applications in various fields.
This introductory topology textbook provides background knowledge on the topology of limits, which can be helpful for a deeper understanding of the concepts.
This classic textbook provides a comprehensive and rigorous treatment of mathematical methods used in physics and engineering, including a thorough discussion of limits.
This introductory textbook on calculus provides a simplified and intuitive approach to limits, making it suitable for beginners or those seeking a refresher.
This rigorous textbook on real analysis provides a comprehensive treatment of limits, including advanced topics such as the real number system and metric spaces.
This classic textbook on mathematical analysis provides a rigorous and in-depth treatment of limits, offering a challenging perspective on the subject.

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