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A function f(z_(1), z_(2), z_(3),.....z_(n))=f(z_(1), z_(2))+f(z_(2), z_(3),....,z_(n-1))+(z_(1)+z_(2)+....z_(n)), for n gt0 f(y, z)=f(z, 0)+f(0, y) f(y, 0)=y+f(y-1, 0) f(0, y)=y-f(0, y-1) f(0, 0)=1 Find the value of f(1, 2, 3, 4,........n), where n is a perfect cut less than 50 and n is greater than 25: |
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Answer» 1665 |
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