Download MathsApp APK latest version Free for Android
| Version | 1.0 |
| Update | 5 years ago |
| Size | 34.18 MB (35,840,715 bytes) |
| Developer | mathsapp |
| Category | Apps, Education |
| Package Name | com.mathsapp1.math.sapp |
| OS | 4.1 and up |
MathsApp APPLICATION description
This book include a collection of mathematical formulas and
tables which will prove to be valuable to students and research workers in the fields of
mathematics, physics, engineering and other sciences.
This opics include the algebra, geometry, trigonometry, analytic geometry and calculus. Advanced topics include those from differential equations, vector analysis, Fourier series, gamma and beta functions, Bessel and Legendre functions, Fourier and Laplace transforms, elliptic functions and various other special functions of importance.
The book is divided into two parts:
1- presents mathematical formulas
together with other material, such as definitions, theorems, graphs, diagrams, etc., essential for proper understanding and application of the formulas. Included in this first part are extensive tables of integrals and Laplace transforms which should be extremely useful to the student and research worker.
2- presents numerical tables such as the values of elementary functions (trigonometric, logarithmic, exponential, hyperbolic, etc.) as well as advanced functions (Bessel, Legendre, elliptic, etc.). In order to eliminate confusion, especially to the beginner in mathematics, the numerical tables for each function are separated,
Thus, for example, the sine and cosine functions for angles in degrees and minutes
are given in separate tables rather than in one table.
tables which will prove to be valuable to students and research workers in the fields of
mathematics, physics, engineering and other sciences.
This opics include the algebra, geometry, trigonometry, analytic geometry and calculus. Advanced topics include those from differential equations, vector analysis, Fourier series, gamma and beta functions, Bessel and Legendre functions, Fourier and Laplace transforms, elliptic functions and various other special functions of importance.
The book is divided into two parts:
1- presents mathematical formulas
together with other material, such as definitions, theorems, graphs, diagrams, etc., essential for proper understanding and application of the formulas. Included in this first part are extensive tables of integrals and Laplace transforms which should be extremely useful to the student and research worker.
2- presents numerical tables such as the values of elementary functions (trigonometric, logarithmic, exponential, hyperbolic, etc.) as well as advanced functions (Bessel, Legendre, elliptic, etc.). In order to eliminate confusion, especially to the beginner in mathematics, the numerical tables for each function are separated,
Thus, for example, the sine and cosine functions for angles in degrees and minutes
are given in separate tables rather than in one table.
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