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Contents of the Important Formulas of AP, GP and HP PDF

Common Difference of Arithmetic Progression

Common Difference of Arithmetic Progression given Last Term

Common Difference of Harmonic Progression

Common Ratio of Geometric Progression

First Term of Arithmetic Progression

First Term of Geometric Progression

First Term of Harmonic Progression

Nth Term from End of Arithmetic Progression

Nth Term from End of Geometric Progression

Nth Term of Arithmetic Geometric Progression

Nth Term of Arithmetic Progression

Nth Term of Arithmetic Progression given Pth and Qth Terms

Nth Term of Geometric Progression

Nth Term of Harmonic Progression

Nth Term of Harmonic Progression from End

Number of Terms of Arithmetic Progression

Number of Terms of Geometric Progression

Sum of First N Terms of Arithmetic Geometric Progression

Sum of First N Terms of Arithmetic Progression

Sum of First N Terms of Geometric Progression

Sum of First N Terms of Harmonic Progression

Sum of Infinite Arithmetic Geometric Progression

Sum of Infinite Geometric Progression

Sum of Last N Terms of Arithmetic Progression

Sum of Last N Terms of Geometric Progression

Sum of Terms from Pth to Qth Terms of Arithmetic Progression

Sum of Total Terms of Arithmetic Progression given Last Term

Sum of Total Terms of Geometric Progression

Function: ln, ln(Number)
The natural logarithm, also known as the logarithm to the base e, is the inverse function of the natural exponential function.
Function: log, log(Base, Number)
Logarithmic function is an inverse function to exponentiation.