Divisible/Indivisible (3 natural numbers)
Author: shiroeExecutions: 23
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Let n0 < n1.
Let a, b, and c be mutually distinct natural numbers.
Let a, b, and c be mutually distinct natural numbers.
| Number of natural numbers counted | |
| The number of items divisible only by a | (It could not be divided evenly by b or c) |
| The number of items divisible only by b | (It could not be divided evenly by a or c) |
| The number of items divisible only by c | (It could not be divided evenly by a and b) |
| Number of items that could not be divided evenly only in C | (It was divisible by a and b) |
| The number of items that could not be divided evenly by b | (It was divisible by a and c) |
| The number of items that could not be divided evenly by a | (In cases (b) and (c), the division was exact.) |
| The number of items divisible by all of a, b, and c | |
| The number of items that were not divisible by any of a, b, or c | |
| The number of items divisible by a | |
| Number of items divisible by b | |
| Number of items divisible by c |
Digit display setting: 50 digits. Digit count can be changed. Real number calculation mode.
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determine whether it is divisible by each of the three natural numbers a, b, and c,
and count the number of such cases.