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AHSME 1969 Problem 32

    Let a sequence {un}\{u_n\} be defined by u1=5u_1=5 and the relationship un+1−un=3+4(n−1),n=1,2,3⋯ .u_{n+1}-u_n=3+4(n-1), n=1,2,3\cdots.If unu_n is expressed as a polynomial in nn, the algebraic sum of its coefficients is: (A) 3(B) 4(C) 5(D) 6(E) 11\text{(A) 3} \text{(B) 4} \text{(C) 5} \text{(D) 6} \text{(E) 11}

    Dataset text NuminaMath-1.5. Quoted with source.

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