Question

Question 1 of 14Find the product and enter it in the box below. Enter your answer as apolynomial in descending order and use the caret) for exponents. For4x2.example, you would write 4x as (x3 - 2x)(4x2+3)Answer hereSUBMIT

Answer 1

From the problem, we have the expression :

`(x^3-2x)(4x^2+3)`

Regroup the terms with the first term multiplied by the 2nd parenthesis and the second term multiplied by the 2nd parenthesis.

`(x^3-2x)(4x^2+3)=x^3(4x^2+3)-2x(4x^2+3)`

Now, multiply and simplify.

`\begin{gathered} 4x^5+3x^3-8x^3-6x \\ \Rightarrow4x^5-5x^3-6x \end{gathered}`

The answer is 4x^5 - 5x^3 - 6x