Calculates the number of positive divisors and their sum. (3 prime factors)
Author: shiroeExecutions: 71
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Enter the prime numbers P, Q, and R.
Enter three distinct prime numbers for P, Q, and R.
(1 is not treated as a prime number. Any number other than a prime number
will be considered an invalid input.)
Composite numbers are expressed in the form (P^a)(Q^b)(R^c).
Enter positive numbers for P, Q, R, a, b, and c.
Enter positive integers for a, b, and c.
Inputs outside these limits will be considered invalid and will not be output.
Enter three distinct prime numbers for P, Q, and R.
(1 is not treated as a prime number. Any number other than a prime number
will be considered an invalid input.)
Composite numbers are expressed in the form (P^a)(Q^b)(R^c).
Enter positive numbers for P, Q, R, a, b, and c.
Enter positive integers for a, b, and c.
Inputs outside these limits will be considered invalid and will not be output.
| P's Adopted Values | The adopted value for a |
| Q's Adopted Values | The value adopted for b |
| R's Adopted Numeric Values | Adopted values for c |
| Number of positive divisors | |
| Sum of positive "even divisors" | |
| Sum of positive "odd divisors" | |
| Sum of positive divisors | |
| Composite numbers | (P^a)(Q^b)(R^c) |
R(2024).07/15(Mon)_Ver.001
Digit setting: 50 digits.
Fixed digit count.
Real number calculation mode.
Digit setting: 50 digits.
Fixed digit count.
Real number calculation mode.
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For a composite number whose prime factors are three primes P, Q, and R, we will consider the number of positive divisors
and their sum.
P, Q, and R are all limited to primes less than 1,000.