How to Calculate Sum of infinite AGP where (-1 < r < 1)?
Sum of infinite AGP where (-1 < r < 1) calculator uses Sum of Infinite Terms=(First term/(1-Common Ratio))+(Common difference*Common Ratio/(1-Common Ratio)^2) to calculate the Sum of Infinite Terms, The Sum of infinite AGP where (-1 < r < 1) formula is defined as ( first_term / ( 1 - common_ratio ) ) + ( common_difference * common_ratio / ( 1 - common_ratio ) ^ 2 ). Sum of Infinite Terms and is denoted by S_{infinite} symbol.
How to calculate Sum of infinite AGP where (-1 < r < 1) using this online calculator? To use this online calculator for Sum of infinite AGP where (-1 < r < 1), enter First term (a), Common difference (d) and Common Ratio (r) and hit the calculate button. Here is how the Sum of infinite AGP where (-1 < r < 1) calculation can be explained with given input values -> 1 = (1/(1-2))+(1*2/(1-2)^2).