Mathematics, 08.06.2021 19:00, gracie6313

Considere la sucesión (dk)k>=1 de finida por d1 = 9/10 ;
d2 = 10/11 ;
dk = d(k-1) * d(k-2); k >= 3:
Usando inducción matemática fuerte demuestre que
0 < dn <= 1; Para todo n>=1:

Considere la sucesión (dk)k>=1 de finida por

d1 = 9/10 ;
d2 = 10/11 ;
dk = d(k-1) * d(k-2); k

Answers: 1

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Considere la sucesión (dk)k>=1 de finida por d1 = 9/10 ;
d2 = 10/11 ;
dk = d(k-1) *...

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Considere la sucesión (dk)k>=1 de finida por d1 = 9/10 ; d2 = 10/11 ; dk = d(k-1) * d(k-2); k >= 3: Usando inducción matemática fuerte demuestre que 0 < dn <= 1; Para todo n>=1:

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Considere la sucesión (dk)k>=1 de finida por d1 = 9/10 ;
d2 = 10/11 ;
dk = d(k-1) * d(k-2); k >= 3:
Usando inducción matemática fuerte demuestre que
0 < dn <= 1; Para todo n>=1: