last one on this topic i promise ;-)
4X-14+2X^3-7x^2
rearrange by degree
2X^3-7X^2+4X-14
and them im stuck..
first, notice that you can group the first two terms, and the last two terms, (2x^3-7x^2)+(4x-14), and factor:
(x^2)(2x-7)+2(2x-7)
then factor out 2x-7 from both terms, thus:
(2x - 7)(x^2 + 2)
so there,, :)
aaarrggh....ok thanks!
To rearrange the given expression by degree, you need to arrange the terms in descending order of their degree. The degree of a term is determined by the highest power of the variable in that term.
Let's break down the given expression: 2X^3 - 7X^2 + 4X - 14
The highest degree in this expression is 3, which corresponds to the term 2X^3. So, let's start by writing that term first.
2X^3
Next, we look for the term with the second-highest degree. In this case, it is the term -7X^2.
2X^3 - 7X^2
Then, we move on to the term with the next degree, which is 1. Here, the term is 4X.
2X^3 - 7X^2 + 4X
Lastly, we consider the constant term, which is -14.
2X^3 - 7X^2 + 4X - 14
Therefore, the rearranged expression by degree is 2X^3 - 7X^2 + 4X - 14.
If you have any further questions, feel free to ask!