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Answer :
Final answer:
The expression -6x^(6)-2x^(8)-4x^(9)-5 simplifies to -4x^(9)-2x^(8)-6x^(6)-5 by rearranging the terms in descending order of exponents.
Explanation:
The process of simplifying the expression involves putting the terms in descending order based on the exponent of x.
The simplified version of the function -6x^(6)-2x^(8)-4x^(9)-5 is -4x^(9)-2x^(8)-6x^(6)-5.
By just rearranging the terms in descending order based on their exponents we simplified the polynomial expression. Here, the term with the biggest exponent (-4x^(9)) comes first, followed by -2x^(8), -6x^(6), and then the constant -5.
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