the polynomial (8x^{2}-8x + 2-5 + x) is simplified to (8x^{2}-gx - h). what are the value of (g) and…

the polynomial (8x^{2}-8x + 2-5 + x) is simplified to (8x^{2}-gx - h). what are the value of (g) and (h)?\n(g=-9) and (h = 7)\n(g = 9) and (h=-3)\n(g=-7) and (h = 7)\n(g = 7) and (h = 3)

the polynomial (8x^{2}-8x + 2-5 + x) is simplified to (8x^{2}-gx - h). what are the value of (g) and (h)?\n(g=-9) and (h = 7)\n(g = 9) and (h=-3)\n(g=-7) and (h = 7)\n(g = 7) and (h = 3)

Answer

Explanation:

Step1: Combine like - terms for the (x) terms

Combine (-8x) and (x). (-8x+x=(-8 + 1)x=-7x).

Step2: Combine like - terms for the constant terms

Combine (2) and (-5). (2-5=-3).

The polynomial (8x^{2}-8x + 2-5+x) simplifies to (8x^{2}-7x-3).

Comparing with (8x^{2}-gx - h), we have (g = 7) and (h=3).

Answer:

(g = 7) and (h = 3) (the fourth option).