How to Calculate Sum of First N Terms of Harmonic Progression?
Sum of First N Terms of Harmonic Progression calculator uses Sum of First N Terms of HP = (1/Common Difference of HP)*ln((2*First term of HP+(2*Total Terms of HP-1)*Common Difference of HP)/(2*First term of HP-Common Difference of HP)) to calculate the Sum of First N Terms of HP, The Sum of First N Terms of Harmonic Progression formula is defined as the summation of the terms starting from the first to the nth term of given Harmonic Progression. Sum of First N Terms of HP is denoted by S_{n} symbol.
How to calculate Sum of First N Terms of Harmonic Progression using this online calculator? To use this online calculator for Sum of First N Terms of Harmonic Progression, enter Common Difference of HP (d), First term of HP (a) & Total Terms of HP (n_{Total}) and hit the calculate button. Here is how the Sum of First N Terms of Harmonic Progression calculation can be explained with given input values -> 1.282475 = (1/2)*ln((2*3+(2*12-1)*2)/(2*3-2)).