**Maths formulas for Engineering PRO v1.4.9**

Requirements: 4.0 and up

Overview: Now no need to make paper notes to remember mathematics formulas just have this app put all the formulas on your favourite phones.

*****Formulas covered in this app*****

Algebra

– Factoring formulas

– Product formulas

– Roots formula

– Powers formula

– Logarithmic formula

– Useful equations

– Complex number

– Binomial theorem

Geometry

– Cone

– Cylinder

– Isosceles Triangle

– Square

– Sphere

– Rectangle

– Rhombus

– Parallelogram

– Trapezoid

Analytical Geometry

– 2-D coordinate system

– Circle

– Hyperbola

– Ellipse

– Parabola

Derivation

– Limits formula

– Properties of derivative

– General derivative formula

– Trigonometric functions

– Inverse Trigonometric functions

– Hyperbolic functions

– Inverse Hyperbolic functions

Integration

– Properties of Integration

– Integration of rational functions

– Integration of Trigonometric functions

– Integration of Hyperbolic functions

– Integration of Exponential and log functions

Trigonometry

– Basics of Trigonometry

– General Trigonometry formula

– Sine, Cosine rule

– Table of Angle

– Angle transformation

– Half/Double/Multiple angle formula

– Sum of functions

– Product of functions

– Powers of functions

– Euler’s formula

– Allied angles table

– Negative angle identities

Laplace transform

– Properties of Laplace transform

– Functions of Laplace transform

Fourier

– Fourier series

– Fourier transform operations

– Table of Fourier transform

Series

– Arithmetic series

– Geometric series

– Finite series

– Binomial series

– Power series expansions

Numerical methods

– Lagrange, newton’s Interpolation

– Newton’s forward/backward difference

– Numerical integration

– Roots of equation

Vector calculus

– vector identities

Probability

– Basics of probability

– Expectation

– Variance

– Distributions

– Permutations

– Combinations

Beta Gamma

– Beta functions

– Gamma functions

– Beta-gamma relation

Z – Transform

– Properties of z- transform

– Some common pairs

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More Info:

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