Calculus Formulas

Calculus is the mathematical study of continuous change. It has two major branches, differential calculus, and integral calculus.

Need to quickly review all the Calculus formulas? Download this app & refer Differentiation, Integration, Series, Vector Identities and Operator Definitions, Limits, and Laplace formulas quickly & easily.

Featurs & Advantages of "Calculus Formulas" app,
- This app is helpful for both students as well as professionals
- Contains basic as well as advanced formulas with clear formatting
- Works without internet connection
- No annoying popup ads

"Calculus Formulas" android app contains below formulae:

Differentiation
General Rules (Constant, Power Rule, Product Rule, Quotient Rule, Exponent Rule, Chain Rule), Derivatives of Logarithm Functions, Derivative of Exponential Functions, Trigonometric Functions, Hyperbolic Functions, Derivative of Inverse Trigonometric Functions, Inverse Hyperbolic Functions, Leibnitz Rule for Successive Derivatives of a Product

Integration
General Rules, Transformations of the independent variable, ax + b, ax + b and px + q, Integrals with x2 + a2, √x2 + a2, x3 + a3, xn + an, Integrals with x2 - a2, x > a, √x2 - a2, √a2 - x2, x4 - a4, Integrals with sine (trig integrals), cosine, Integrals with sin ax and cos ax, cot(x), 1/cosx, Integrals with ex (power integrations), Integrals with ln x, ax2 + bx + c, √ax2 + bx + c, arccos, arcsin, arctan, arc cot, Definite Integrals

Series
Taylor Series, Arithmetic Series, Geometric Series, Binomial Series, Series For Exponential functions and Logarithms, Series For Trigonometry functions, Series For Hyperbolic functions, Various Series, Powers of Natural Numbers

Vector Identities and Operator Definitions
Vector Identities, Vector Operators in Rectangular Coordinates, Vector Operators in Cylindrical Coordinates, Vector Operators in Spherical Coordinates, Vector Integral formulas, Formulas Involving Relative Coordinates

Limits
Properties of limits, Limit Evaluation, L'Hospital's Rule

Laplace
Functions of Laplace Transform, Properties of Laplace Transform

Class 8, 9, 10, 11, 12 students in school and College/University students can use it in below scenarios,
- While completing their regular homework or assignment for Maths class
- Use the apps as calculus formula sheet or guide during exam time to quickly refer the formulas.