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What is the first term in the quotient when dividing these polynomials? 6x^3+4x-9/ 2x^2 +x-1

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Answer:

The first term of the quotient is 3x

Explanations:

The polynomial expression is expressed as:


(6x^3+4x-9)/(2x^2+x-1)

Using the long division method for the polynomial division

From the result of the long division:

Quotient = 3x - 1.5

Remainder = 2.5x - 10.5

As seen, the first term of the quotient is 3x

What is the first term in the quotient when dividing these polynomials? 6x^3+4x-9/ 2x-example-1
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