Break a positive integer into its prime factors . Shows the factor tree as coloured prime powers, every divisor, the divisor count and sum, and whether the number is perfect , abundant or deficient .
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Prime factorization
360 =2³×3²×5
6 prime factors counted with multiplicity, 3 distinct
Divisors
24
including 1 and n
Sum of divisors σ(n)
1170
Proper divisor sum
810
excluding n itself
Classification
abundant
proper divisors sum to more than the number
Prime powerseach prime power and the value it contributes