Calculus 1.6 Icon
4
206 Ratings
50K+
Downloads
1.6
version
Apr 18, 2019
release date
5.3 MB
file size
Free
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About Calculus Android App

This app contains all important calculus formulae with solved examples of limit,derivative and integral . It is an offline content. You don't need internet to read calculus formulae and solved calculus examples. This calculus app contains important mathematical equations of limits, differentiation and integration. These basic maths formulas of limits, differential and integral equations are very important for calculus students. It touches limit formulas, differentiation formulas, integration formulas as well as solved calculus examples of limit,derivative and integral as follows in this calculus app.





1. Limit

Definition
Properties
Evaluation at Infinity
L’Hospital Rule


2. Derivative

Properties
Polynomials
Trigonometric
Inverse Trigonometric
Hyperbolic
Inverse Hyperbolic
Exponential & Logarithmic


3. Integral

Properties
Polynomial
Trigonometric
Inverse Trigonometric
Algebric
Hyperbolic
Inverse Hyperbolic
Logarithmic & Exponential
Miscellaneous


4. Limit Examples

Exercise-1
Exercise-2
Exercise-3
Exercise-4
Exercise-5
Exercise-6
Exercise-7
Exercise-8
Exercise-9
Exercise-10
Exercise-11
Exercise-12
Exercise-13
Exercise-14
Exercise-15
Exercise-16
Exercise-17
Exercise-18
Exercise-19
Exercise-20

5. Derivative Examples

General
Advanced

6. Integral Examples

General
Integration By Substitution
Integration By Parts
Definite Integral
Advanced



Please let us know if you have any suggestions/issues. If you want us to include any other calculus formula in this calculus app or any solved examples of limit, Derivative and Integral in this calculus app, then please write us at [email protected].

Other Information:

Package Name:
Requires Android:
Android 4.0+
Other Sources:

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This version of Calculus Android App comes with one universal variant which will work on all the Android devices.

Variant
7
(Apr 18, 2019)
Architecture
universal
Minimum OS
Android 4.0+
Screen DPI
nodpi (all screens)
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