Identify the correct list of coefficients for the quadratic expression: −2x2+3x−8−2x2+3x−8.(1 point) Responses −2, 3, −8−2, 3, −8−2, 3, −8−2, 3, −8 −2, 3−2, 3−2, 3−2, 3 −2x2, 3x, −8−2x2, 3x, −8−2x2, 3x, −8−2x2, 3x, −8 −2x2, 3x−2x2, 3x−2x2, 3x

To identify the correct list of coefficients for the quadratic expression \( -2x^2 + 3x - 8 \), we look at the standard form of a quadratic expression, which is given by:

\[
ax^2 + bx + c
\]

In this case:
- \( a = -2 \) (coefficient of \( x^2 \))
- \( b = 3 \) (coefficient of \( x \))
- \( c = -8 \) (constant term)

Thus, the correct list of coefficients is:

\(-2, 3, -8\)

So the correct response from the given options is:

\(-2, 3, -8\)