Step 1
Given;
[tex]A\text{ polynomial problem where the first two steps have be}en\text{ taken}[/tex]
Required; To find the next step.
Step 2
The first two steps where;
1) Arranging the dividend and divisor for the long division method by putting them in the right position.
2) Getting the first part of the quotient 4x
The third/next step will involve;
[tex]\begin{gathered} 1)\text{Multiplying 4x by 2x-7} \\ 4x(2x-7)=8x^2-28x \\ ^{} \end{gathered}[/tex]
[tex]2)\text{ Subtracting }8x^2-28x\text{ from }8x^2+6x[/tex][tex]3)\text{which obtains 34x then bring down -5 and form the new dividend}[/tex]
Hence, the answer will be in the form;
The next step is to subtract 8x²-28x from 8x²+6x, which obtains 34x. Then bring down -5 and form the new divdend 34x-5.
