Question

Conclusion of arthematics progression

Answer 1

nth term of AP = a + (n-1)d
Sn = n/2 {2a+ (n-1)d)}

Answer 2

Are you asking how the progression ends or what conclusion can you draw from it? An arithmetic progression is a series of numbers that are separated by a common constant value that is added to each element in the series to obtain the next. There can never be a conclusion because no matter what number you reach (imagine any largest possible number) you can always obtain the next element by adding the constant again. If you’re asking what conclusion we can draw from it, then we can understand that the common number that is added is a constant and the growth is just a series of steps that differ by the addition of the constant