Introductory Pre-Calc or Calc textbooks

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    Introductory Textbooks
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SUMMARY

For those preparing for introductory pre-calculus or calculus courses, "Calculus" by James Stewart is highly recommended, particularly for its comprehensive coverage and clarity. The use of solutions manuals is advised as a supplementary resource to aid understanding of complex problems. Familiarity with new notation is crucial for success in calculus, and consistent practice of problems is emphasized as the key to proficiency in mathematics.

PREREQUISITES
  • Understanding of basic algebraic concepts
  • Familiarity with functions and graphs
  • Knowledge of trigonometric identities
  • Ability to manipulate equations and inequalities
NEXT STEPS
  • Purchase "Calculus" by James Stewart and the accompanying solutions manual
  • Practice problems from the textbook to reinforce understanding
  • Research online resources for additional calculus practice, such as Khan Academy
  • Explore study groups or tutoring options for collaborative learning
USEFUL FOR

This discussion is beneficial for students transitioning to higher-level mathematics, particularly those preparing for engineering calculus courses, as well as educators seeking effective teaching resources.

datafiend
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Hey all,

What would you recommend for an introductory pre-calc or calc textbook? I am considering going back to school and instead of taking the Business Calc class I took 10 years ago, (which I passed with a C) attempting the more rigorous engineering series Calculus Courses. It's been a while, but I'm sure my math phobia is still lingering after college. This is a challenge I've thought about for a while now.

Any recommendations or tips?

TIA
 
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Back when I was a freshman/sophmore I thought I was never going to understand calculus. 9 years later, I feel that I have a decent understanding of the subject matter. I used Calculus by Stewart. I heavily recommend buying the solutions manual(s) (only as guide when you can't advance on problems). Just remember that calculus introduces a lot of new notation that seems very advanced. It's not, you just have to become familiar with the notation.

Most importantly, you become proficient in math by practicing as many problems as possible. I believe that is the key to almost any math (for me anyway).
 
Thanks czelaya. I'll AMAZON it.

Practice makes perfect...
 

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