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गणित विषयाशी संबंधित आहात? मग खालील लिंक्स खास तुमच्यासाठी आहेत..

This site is a place for students and educators to quickly access mathematical formulas. The tables will be organized by topics:

 A Multiplication Table

• Practice your multiplication table
 The First 1000 Prime Numbers

 The Prime Factorization of the First 1000 Integers

 Math for the Toolbox. SAE to Metric Conversion.

 A Table of the Common Logarithm.

 Some Important Constants

 Bernoulli and Euler's numbers

 Algebraic Identities

 Units of Conversion

 Binomial Coefficients and Formulas

 Trigonometric Identities

 A Trigonometric Table

 Derivatives

 Integrals

• Common Integrals
• Common Substitutions
Indefinite Integrals

• With "ax+b"
• With Square Root of "ax+b"
• With "ax+b" and "px+q"
• With Square Root of "ax+b" and "px+q"
• With Square Root of "ax+b" and Square Root of "px+q"
• With "x²+a² "
• With "x²-a²"
• With "a²-x²"
• With Square Root of "x²+a²"
• With Square Root of "x²-a²"
• With Square Root of "a²-x²"
• With "a x² + b x + c"
• With Square Root of "a x² + b x + c"
• With "x³+a³"
• With "x⁴+a⁴" or "x⁴-a⁴"
• With "xⁿ+aⁿ" or "xⁿ-aⁿ"
Integrals with Trigonometric Functions

• Integrals with "Sin"
• Integrals with "Cos"
• Integrals with "Sin" and "Cos"
• Integrals with "Tan"
• Integrals with "Cot"
• Integrals with "Sec"
• Integrals with "Csc"
• Integrals with Inverse Trigonometric Functions
Integrals with Exponential and Logarithmic Functions

• Integrals with Exponential Function
• Integrals with Logarithmic Function
Integrals with Hyperbolic Functions

• Integrals with "Hyperbolic-Sin"
• Integrals with "Hyperbolic-Cos"
• Integrals with "Hyperbolic-Sin" and "Hyperbolic-Cos"
• Integrals with "Hyperbolic-Tan"
• Integrals with "Hyperbolic-Cot"
• Integrals with "Hyperbolic-Sec"
• Integrals with "Hyperbolic-Csc"
• Integrals with Inverse Hyperbolic Trigonometric Functions
 Definite Integrals

• With Trigonometric Functions
• With Exponential Functions
• With Logarithmic Functions
• With Hyperbolic Functions
• With Rational and Irrational Expressions
 Laplace Transforms

 First and Second Order Differential Equations