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Answer :
The coefficient of the term 9x^7 is 9. In the given polynomial expression, the term 9x^7 represents the product of the coefficient (9) and the variable raised to the power of 7 (x^7).
In the polynomial expression 9x^7 + x^5 - 3x^3 + 6, each term consists of a coefficient and a variable raised to a certain power. The coefficient represents the numerical factor multiplied by the variable term. In the term 9x^7, the coefficient is 9. This means that the variable x is multiplied by 9 raised to the power of 7, resulting in 9x^7.
The coefficient of a term determines the scale or magnitude of that term within the polynomial expression. It indicates the amount by which the term contributes to the overall value of the expression. In this case, the coefficient of 9 in 9x^7 implies that the term 9x^7 has a greater impact on the polynomial's value compared to other terms, such as x^5, -3x^3, and 6.
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