Number of mutually prime numbers
Author: shiroeExecutions: 796
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Let n be the natural number you want to investigate.
Let n0 be the smallest natural number defining the range.
Let n1 be the largest natural number defining the range.
Count the number of natural numbers in the range from n0 to n1 that are coprime to n, and output that count.
Let n0 be the smallest natural number defining the range.
Let n1 be the largest natural number defining the range.
Count the number of natural numbers in the range from n0 to n1 that are coprime to n, and output that count.
| Natural Numbers to Investigate | (Reposted input) |
| Minimum value in the range | (Reposted input) |
| Maximum value in the range | (Reposted input) |
| Number of "mutually prime" pairs | 個 |
Digit display setting: 50 digits. Fixed digit count. Real number calculation mode.
n0 ≤ n1
Here, 1 and 1 are considered coprime.
Here, identical numbers of 2 or greater are not considered coprime.
Here, identical numbers of 2 or greater are treated as having their own greatest common divisor.
n0 ≤ n1
Here, 1 and 1 are considered coprime.
Here, identical numbers of 2 or greater are not considered coprime.
Here, identical numbers of 2 or greater are treated as having their own greatest common divisor.
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For a given natural number, it counts the number of consecutive natural numbers that are mutually prime.