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Following sequence is given.
A_(n+1)=sqrt(b*a_n+c) a_1=a a,b,c>0 How do you prove it is bounded and convergent?
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Following sequence is given.
A_(n+1)=sqrt(b*a_n+c) a_1=a a,b,c>0 How do you prove it is bounded and convergent?
0 answers
430 views
Answers (2)
swag like ohio be respectful
the sum of 1/4 of an integer, 1/5 of the next integer, and 1/2 of the following integer.