When simplified and written in standard form, which quadratic function is equivalent to the polynomial shown? 2 + 7c – 4c2 – 3c + 4
-4c^2+4c+6 is both the simplified version and what the equation is in standard form.
Answer:
\(-4c^2+4c+6\)
Step-by-step explanation:
Standard form of any polynomial is according to its degree
Degree is highest power of variable
Decreasing order of degree is the standard form of a polynomial.
we have given an expression
\(2+7c-4c^2-3c+4\)
we will write it in standard form as:
\(-4c^2-3c+7c+4+2\)
Now, we will simplify the polynomial by solving like terms we get:
\(-4c^2+4c+6\)
Therefore, the given polynomial is equivalent to \(-4c^2+4c+6\)