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a(n+1)=
bn=1000-an
So a(n+1)=
a(n+1)-600=
So it's a proportional series.
an-600=(a-600)*(1 2) n, so an=(a-600)*(1 2) n+600
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Solution:( A(n+1) is represented by an and bn
a(n+1)=an*80%+bn*30%
Try to determine the relationship between an and a(n+1) and find the general term anbn=1000-an when a1=a
a(n+1)=an*80%+(1000-an)*30%=an*50%+300
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