Calculus is one of the foundations of high mathematics and is a powerful tool to understand countless articles, movement and growth. But many students seem to be Calc, Calculus scary or abstract. What would happen if you can step by step from an experienced professor at the university, and at the same time see how every concept work works? This is exactly what it offers a new course: a practical, intuitive, and coding friendly approach to Mastering Calculus.
We just published a course just Freecodecamp.org The YouTube channel that will teach you everything about Calculus through the lens of Python programming. Teached by experienced mathematical professor Ed Pratosky, this course runs through the themes you need in college level calculus while showing you how to enforce these concepts using Azigar.
The beginning of this course begins with the idea of ​​basic concepts such as limits and “holes in the graph” that before going into real -world applications such as derivative rules, slopes interpretation, and financial modeling and procurement movement. You will also look for important ideas such as rolls and average value theory, as well as mandatory calculus titles such as the amount of rimon, the basic theory of calculus, and the volume of the revolution to calculate the volume. You will also learn how to apply symbolic mathematics libraries like Sampi for graphing and counting.
One of the unique features of this course is that it has the permanent use of its concept to clarify and strengthen the concept of every calculus. Through coding, graph planning, and integration computing, you will not only deepen your mathematical understanding but also gain practical skills in mathematical programming. This data is an invaluable asset for science, engineering, and technical careers.
Here is a complete list of titles covered.
Introduction: Calculus with azagar
Limits: Holes in the graph
Limits: Asyptotes
Limits: Grafting
Limits and slopes
Slopes and derivatives
Derivative and calculus
China’s rule
Product rule
Controversial
Multiple derivative measures
Derivative example
Financial requests
Projectile Motion
Derivative and discrimination
Tanjant lines
Parametric equation
Related rates: Sliding ladder
Related rates: Volume of balloons
Mean value theorem
Rolls Theorem
Remon Zodiac: The area under a curve
Summary and mandatory
The main theory of calculus
The top and bottom area of ​​the axis
The area between the curves
The volume revolves around x
The volume of hollow shape
The volume revolves around y
Center of mass
Normal curve
Simp graphing
The length of the arc
The surface area
Mandatory formulas
Ready to live math with code? Check out this comprehensive calculus with a degree course on this Freecodecamp.org YouTube channel.