Question

What is 3X to the second power plus 4X -3+ negative 4X to the second power minus 2X -4 in polynomial form

Answer 1

Answer:

The polynomial form of the expression is: 25·X² + 2·X + 2.

Step-by-step explanation:

The expression that can be formed using the provided data is:

$(3X)^{2}+(4X-3)+(-4X)^{2}-(2X-4)$

Simplify the expression to get a result in polynomial form as follows:

$(3X)^{2}+(4X-3)+(-4X)^{2}-(2X-4)$

$=9X^{2}+4X-3+16X^{2}-2X+5\\\\=(9+16)X^{2}+(4-2)X+(5-3)\\\\=25X^{2}+2X+2$

Thus, the polynomial form of the expression is: 25·X² + 2·X + 2.