For this case we must divide the following expressions:
[tex]32x ^ 4-12x ^ 2 + 7x[/tex] between [tex]2x[/tex]:
[tex]\frac {32x ^ 4-12x ^ 2 + 7x} {2x} =[/tex]
Separating terms:
[tex]\frac {32x ^ 4} {2x} - \frac {12x ^ 2} {2x} + \frac {7x} {2x} =[/tex]
We simplify:
[tex]16x ^ 3-6x + \frac {7} {2}[/tex]
Thus, [tex]\frac {32x ^ 4-12x ^ 2 + 7x} {2x} = 16x ^ 3-6x + \frac {7} {2}[/tex]
Answer:
[tex]16x ^ 3-6x + \frac {7} {2}[/tex]
