Factor.
-$4 x^{2}-7 x+8$
A) Prime
B) $(2 x-8)(2 x-1)$
C) $(4 \mathrm{x}-1)(\mathrm{x}-8)$
D) $(4 x-8)(x-1)$

Question

Quizplus · Accepted Answer

The given quadratic expression $4x^2 - 7x + 8$ cannot be factored into any of the provided options (B, C, D) as none of them, when multiplied out, will give the original expression. Therefore, it is considered prime in this context, meaning it cannot be factored further using integers.

Factor - 4x2−7x+84 x^{2}-7 x+84x2−7x+8 A) Prime B) (2x−8)(2x−1)(2 x-8)(2 x-1)(2x−8)(2x−1) C) (4x−1)(x−8)(4 \mathrm{x}-1)(\mathrm{x}-8)(4x−1)(x−8)

Factor
- $4 x^{2}-7 x+8$ A) Prime
B) $(2 x-8)(2 x-1)$ C) $(4 \mathrm{x}-1)(\mathrm{x}-8)$