If you've come to the School of Calculus, it's because you want to learn Differential and Integral Calculus.
I'm going to show you why I can help you, even if you are a beginner student of Differential and Integral Calculus.
Pay attention to what I'm going to explain to you now.
Stop and think for a moment.
Why do some people manage to learn Calculus while others spend semesters struggling at the University and cannot learn it?
There are quite a few reasons for this.
Why people don't learn Calculus:
- Most university students face great difficulty when they study Calculus and they think that the problem is in the discipline itself. However, they are looking in the wrong place.
- The issue is not in Calculus itself, but in the subjects that are prerequisites for Calculus. These are the subjects that make up the so-called Pre-Calculus.
- If you master the Pre-Calculus tools, you will be able to deeply assimilate the fundamentals of Calculus, and you will master this subject in a safe and definitive way.
If you really want to learn Calculus, I'll show you right now why you're in the right place at the right time. I'm Guilherme Neves, and I have been teaching Mathematics and Statistics for over 15 years.
I am well aware of the difficulty that many students have with the Calculus subject.
The point is that Calculus 1 is the basis not only for the other Calculus subjects that come in sequence in the other semesters of Engineering courses (Calculus 2, 3 and 4), but it is also the basis and prerequisite for other subjects at the University. If you have problems in Calculus 1, you will have a hard time at university.
It was thinking about this situation that I decided to create the most complete Calculus Course 1 on the Internet.
What is so special about this course and why will it make you learn Calculus 1 for good? As we have discussed, the major problem for Calculus 1 students is not in Calculus itself, but in the Mathematics subjects that are prerequisites for Calculus.
These are the subjects of the so-called Pre-Calculus. Here in our Calculus 1 course, we will, first of all, do an extensive review of Pre-Calculus subjects. Only then, when the Mathematical base is rebuilt, we will be able to truly learn Calculus 1.
Our study will therefore be robust and complete. It's the most complete and safest way on the entire Internet to learn Calculus 1 for good! Therefore, the differential of Escola de Calculus is our exclusive method.
Everything is explained, down to the smallest detail. The Calculus Course 1 at the School of Calculus is for everyone: beginners, intermediates and advanced. And best of all: the price to access the best Calculus 1 course in the United States is extremely affordable for everyone.
You really won't find anywhere else in the United States what we offer here at School of Calculus for the price we offer.
How much would it be worth for you to learn Calculus 1 once and have a much more peaceful life at the University? I know this is priceless.
And you will be impressed with the condition I have prepared for you to start learning Calculus 1 for good today.
PROF. GUILHERME NEVES
Prof. Guilherme Neves is a specialist in making anyone learn Mathematics definitively, and now he's going to make you learn Calculus 1 for good.
Why is School of Calculus the best choice?
Comprehensive Curriculum
Step-by-step classes from beginner to advanced. Theory and thousands of exercises
Affordable price for the most complete Calculus course in the United States
What you will learn:
Precalculus: Basic Algebra and Notable Products
Pre-Calculus: Factorization
Pre-Calculus: 1st and 2nd degree equations
Pre-Calculus: Functions
• Pre-Calculus: Linear Function
Pre-Calculus: Quadratic Function
Pre-Calculus: Exponential Function
Pre-Calculus: Logarithmic Function
Pre-Calculus: Trigonometry
Pre-Calculus: Analytical Geometry
Pre-Calculus: Notions of Polynomials
Limit (Notion, Definition, Properties of Limits, Limits of Polynomial Functions and Lateral Limits)
Limits at Infinity, Asymptotes
The Squeeze Theorem, Trigonometric Limits, Limits of exponential and logarithmic functions
Derivatives (notions, definition), Derivatives of elementary functions, product and quotient rule
Derivatives of trigonometric functions
Chain Rule, implicit derivation
Derivation Applications
Integrals, definite integral, Fundamental Theorem of Calculus, Indefinite integrals
Substitution Rule
Applications of integrals
Integral by parts, trigonometric integrals, trigonometric substitution, rational functions