71 ceros cada divisor equivale a una cifra del numero
Descomponiendo el número: 300...00 con "n" ceros=3×100..00 300...00=3×10^n=3 × (2^n) × (5^n) Entonces: C.D.=(1+1)(n+1)(n+1) 72=2(n+1)(n+1) 36=(n+1)(n+1) 6×6=(n+1)(n+1) n+1=6 n=5
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71 ceros cada divisor equivale a una cifra del numero
Descomponiendo el número: 300...00 con "n" ceros=3×100..00 300...00=3×10^n=3 × (2^n) × (5^n) Entonces: C.D.=(1+1)(n+1)(n+1) 72=2(n+1)(n+1) 36=(n+1)(n+1) 6×6=(n+1)(n+1) n+1=6 n=5