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what is the formula for sum of geometric progression. In a geometric progression the first number is called the initial term Common ratio. By the way similar geometrical explanation can be used for the ever decreasing geometric progression sum_i0infty 2-i with the only difference that we do not need to account for the last piece of empty space because it tends to 0.
The ratio between a term in the sequence and the term before it is called the common ratio Recursive Formula. By the way similar geometrical explanation can be used for the ever decreasing geometric progression sum_i0infty 2-i with the only difference that we do not need to account for the last piece of empty space because it tends to 0. In a geometric progression the first number is called the initial term Common ratio.
Instead we take some continuous medium as an example such as a ribbon or a thread which can be.
By the way similar geometrical explanation can be used for the ever decreasing geometric progression sum_i0infty 2-i with the only difference that we do not need to account for the last piece of empty space because it tends to 0. Instead we take some continuous medium as an example such as a ribbon or a thread which can be. We can describe a geometric sequence with a recursive formula which specifies how each term relates to the one before. The ratio between a term in the sequence and the term before it is called the common ratio Recursive Formula.