Calculus

12th Grade

Here are the best resources to pass Calculus. Find Calculus study guides, notes, assignments, and much more.

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Grade 12 Calculus Notes
  • Grade 12 Calculus Notes

  • Interview • 11 pages • 2023
  • Grade 12 Calculus Class Notes provide a comprehensive resource to master rates of change, derivatives, limits, curve sketching, optimization, derivatives of sinusoidal functions, and exponential and logarithmic functions. With step-by-step explanations, examples, and practice problems, you'll develop a strong understanding of these concepts and build problem-solving skills. Whether you're preparing for exams or aiming for mathematical excellence, our class notes are the key to success in Grade...
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Test and answers
  • Test and answers

  • Exam (elaborations) • 2 pages • 2023
  • A test on Polynomial functions and equations with their solutions
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Nelson Advanced Function Chapter 1 Nelson Advanced Function Chapter 1
  • Nelson Advanced Function Chapter 1

  • Summary • 4 pages • 2023
  • This document contains a summary of Chapter 1 Nelson Advanced functions as well as questions
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Difference Quotient
  • Difference Quotient

  • Interview • 1 pages • 2022
  • Difference Quotient Part 2 - Notes & Examples
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Different Quotient
  • Different Quotient

  • Interview • 1 pages • 2022
  • What is Difference Quotient? - Notes & Examples
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Rational Expressions Notes
  • Rational Expressions Notes

  • Interview • 1 pages • 2022
  • - Rational Expressions Notes w/ Examples
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Calculus Pre-skills
  • Calculus Pre-skills

  • Interview • 1 pages • 2022
  • - Reviews Factoring - Rational Expressions - Difference Quotient - Examples
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Calculus 1 Notes (Differential Calculus) Calculus 1 Notes (Differential Calculus)
  • Calculus 1 Notes (Differential Calculus)

  • Summary • 18 pages • 2022
  • A summary of differential calculus that is suitable for a student who is just starting calculus. This is an indispensable resource for any student who is planning on applying calculus to physical sciences, and this includes everything required to succeed in high school calculus. This document is not heavy on deep theory, but does have what I believe to be a thorough discussion on limits without turning into an epsilon-delta festival.
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