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https://math.answers.com/basic-math/Can_you_find_a_number_between_3.12_and_3.13

Can you find a number between 3.12 and 3.13? - Answers

The answer is exponential and arrays in two dimensions as follows: Dimension 1: 3.121 3.1211 3.12111 3.121111... and so on to infinity Dimension 2: 3.121n 3.122n 3.123n 3.124n 3.125n 3.126n 3.127n 3.128n 3.129n Where n = 1 to 9 for every additional decimal point you add. In short, there's an infinite amount of numbers between 3.12 and 3.13



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Can you find a number between 3.12 and 3.13? - Answers

https://math.answers.com/basic-math/Can_you_find_a_number_between_3.12_and_3.13

The answer is exponential and arrays in two dimensions as follows: Dimension 1: 3.121 3.1211 3.12111 3.121111... and so on to infinity Dimension 2: 3.121n 3.122n 3.123n 3.124n 3.125n 3.126n 3.127n 3.128n 3.129n Where n = 1 to 9 for every additional decimal point you add. In short, there's an infinite amount of numbers between 3.12 and 3.13



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https://math.answers.com/basic-math/Can_you_find_a_number_between_3.12_and_3.13

Can you find a number between 3.12 and 3.13? - Answers

The answer is exponential and arrays in two dimensions as follows: Dimension 1: 3.121 3.1211 3.12111 3.121111... and so on to infinity Dimension 2: 3.121n 3.122n 3.123n 3.124n 3.125n 3.126n 3.127n 3.128n 3.129n Where n = 1 to 9 for every additional decimal point you add. In short, there's an infinite amount of numbers between 3.12 and 3.13

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      The answer is exponential and arrays in two dimensions as follows: Dimension 1: 3.121 3.1211 3.12111 3.121111... and so on to infinity Dimension 2: 3.121n 3.122n 3.123n 3.124n 3.125n 3.126n 3.127n 3.128n 3.129n Where n = 1 to 9 for every additional decimal point you add. In short, there's an infinite amount of numbers between 3.12 and 3.13

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