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(Solved): Problem: How many cubic (i.e., third-degree) polynomials f(x) are there such that f(x) has nonnega ...


Problem: How many cubic (i.e., third-degree) polynomials \( f(x) \) are there such that \( f(x) \) has nonnegative integer co

Problem: How many cubic (i.e., third-degree) polynomials are there such that has nonnegative integer coefficients and ?


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To find the number of cubic polynomials with nonnegative integer coefficients such that f(1) = 9, we can use a combinatorial approach.
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