Does precalculus look good for college?

Yes, precalculus is a rigorous course that demonstrates a strong foundation in mathematics and can prepare students for college-level math courses.

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Precalculus courses definitely look good on college applications as they not only demonstrate a student’s strong foundation in mathematics but also their willingness to take challenging coursework. As famous physicist and mathematician Albert Einstein once said, “Pure mathematics is, in its way, the poetry of logical ideas,” and precalculus provides just that. It is a rigorous course that covers topics such as trigonometry, functions, and limits, which are all important for college-level math courses.

Here are some interesting facts about precalculus:

  1. Precalculus is also known as advanced algebra and trigonometry.
  2. It is a bridge course between algebra and calculus.
  3. This course typically covers topics such as graphs of functions, polynomial and rational functions, exponential and logarithmic functions, and trigonometric functions.
  4. Students who take precalculus are more likely to succeed in college-level math courses like calculus and statistics.
  5. The skills developed in precalculus, such as problem-solving and critical thinking, are transferable to other subjects and areas of life.

In conclusion, taking precalculus courses throughout high school can provide students with a strong foundation in mathematical concepts and can adequately prepare them for college-level mathematics. It is a challenging course, but it demonstrates a student’s willingness to take on difficult coursework and their dedication to academic excellence.


Topic Description
Content – Graphs of functions
-Polynomial and rational functions
-Exponential and logarithmic functions
-Trigonometric functions
Skills Developed -Problem-solving
-Critical thinking
-Analytical skills
-Logical reasoning
College Preparation -Student will be prepared for college-level math courses
-Prepares students for calculus and statistics
Transferable skills -Skills developed in precalculus are transferable to other subjects and areas of life
-Offers a foundation for STEM courses
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Answer in the video

The video provides a comparison between college math and precalculus to assist students in determining which class to take. College math covers algebra 1, algebra 2, geometry, and some finance, while precalculus consists of algebra 2, trigonometry, sequences, series, probability, and a smattering of matrices and conics. Precalculus moves faster with a new lesson every day, while college math moves slower with more time spent on each section. Precalculus is more challenging, and students are required to complete a summer packet and quiz before starting the course. The speaker recommends that students who received an A or B in algebra 2 should be well-prepared for precalculus, but if they scored less than 75%, then it may be better to consider taking college math. The video concludes by encouraging students to consult their math teacher or visit them for assistance in making a decision.

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A solid understanding of precalculus is a prerequisite for enrolling in calculus and other college-level mathematics courses. Most students who are admitted to college have completed four years of math in high school, through a minimum of Pre-Calculus. Therefore, a student who plans to apply to a selective college should try to include Pre-Calculus in her schedule.

A solid understanding of these types of functions is at the core of all precalculus courses, and it is a prerequisite for enrolling in calculus and other college-level mathematics courses.

Most of the students who are admitted have completed four years of math in high school, through a minimum of Pre-Calculus. The majority completed Calculus. Based on these facts, a student who plans to apply to a selective college should try to include the following classes in her schedule: Pre-Calculus.

Yes, it might be a good idea to have some concept of precalc in high school. I didn’t make many mistakes in planning my strategies for college, but two I did make revolved around precalc. First, even though I had made extremely high grades in statistics, calculus, geometry, and trigonometry in hs, for some reason (given by an older kid), I decided to take precalc at my beloved TEXAS A&M. The trouble was that it was my first semester and I had the class at 8AM with an Iranian teaching asst. He had the worst accent I have ever heard in my nearly 65 years on this Earth.

The juxtaposition of the early hour, the unintelligible accent, the sheer boredom of the subject drove me wild. I made the first B of my life and lost touch (momentarily, for a semester) with my love of math.

I was very tense and had the only stage fright of my life when I took calculus in the spring.

I had an American for it at 2PM. I made an A without breaking a sweat.

So, I have 3 suggestions for you:

1. Never take…

Also, individuals are curious

Hereof, Should I take AP precalculus? "AP Precalculus has the potential to change the landscape of high school mathematics and the transition to college. The course provides an excellent foundation for calculus but also serves as an appropriate capstone mathematics course that will open pathways to success in STEM fields.

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Does College precalculus exist?
There is an assumption that H Precalc students will go on to take AP Calculus BC next year. Limits, the derivative, and Riemann sums are introduced only in H Precalc, but not in CP. CP Precalc only prepares The main answer is that college precalculus doesn’t usually exist.

Is precalculus useful?
As a response to this: I’m not much of a fan of precalculus for a number of reasons, but it is “useful”. Excellent algebra skills are the single most important prerequisite for calculus. I’ve found that most people can pick up the basic concepts of calculus fairly easily.

What should I learn before Pre-Calculus?
Answer will be: Typically the prerequisites for pre calculus would be College Algebra and Trigonometry. This may not always be the case. Pre calculus is broken into two areas of study: math analysis and trigonometry.

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