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Calculus-Pro

Calculus-Pro

3.1.0\"},{\"releaseDate\":\"2024-02-18 by Become a Pro in Math Calculus
(0 Reviews) October 20, 2025
Calculus-Pro Calculus-Pro Calculus-Pro Calculus-Pro Calculus-Pro Calculus-Pro

Latest Version

Version
3.1.0\"},{\"releaseDate\":\"2024-02-18
Update
October 20, 2025
Developer
Become a Pro in Math Calculus
Categories
Education
Platforms
iOS
File Size
41.6 MB
Downloads
0
License
Free
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More About Calculus-Prolication

Teach yourself Calculus the easy way!
Study Calculus from A to Z in 10 chapters, all in one app!
Then play the in-app Calculus Quiz game to perfect your skills.
One Level builds the necessary knowledge for the next Level as you advance.

- Suitable for BEGINNERS:
Teach yourself Calculus from Zero to the level of a Pro using the HINTS provided.

- Adequate for the PROs:
Revise and consolidate your Calculus knowledge while facing off with real Pure Math challenges.

- Enjoy crisp clear Math text that adjusts its Font size and adapts to both Light and Dark Mode.

Featured topics:

- Differentiation 1: Curve gradient, Tangents and Normals, Velocity and Acceleration

- Differentiation 2: Maxima and Minima, Curve sketching, Second derivative, Small changes

- Integration: Reverse differentiation, Area under a curve, Definite integrals, Solids of Revolution, Centres of gravity

- Further differentiation: Chain rule, Products and Quotients, Implicit functions, Parameters, Second derivatives

- Trigonometry: Radian measure, Trigonometry derivatives, Inverse trigonometry, General solutions

- Further Integration 1: Function and derivative, Change of variable, Parameters, Inverse trigonometry

- Exponential and Log functions: The exponential function, Deriving y = e^x, The natural logarithm, Logarithmic differentiation

- Partial fractions: Linear factors, Quadratic factors, Repeated roots, Improper fractions

- Further Integration 2: Integration by parts, Taking dv/dx as 1, Variable t = tan(x/2), Splitting the numerator

- Differential equations: Separating variables, Integrating factor, Homogenous equations, Differential problems

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