Question

2(3x+6)-96=6(2x-4)-56Which value of x makes the equation true?A. X=-2B. x=-2/3C. x=2D. x=3

Answer 1

2(3×+6) is 96 _6 by (2×4=5) with A.X

Answer 2

Given equation:

`2(3x+6)-96=6(2x-4)-56`

Solve the equation to find the value of x,

`\begin{gathered} 2(3x+6)-96=6(2x-4)-56 \\ 2(3x)+2(6)-96=6(2x)-6(4)-56 \\ 6x+12-96=12x-24-56 \\ 6x-84=12x-80 \\ -84+80=12x-6x \\ -4=6x \\ x=(-4)/(6) \\ x=-(2)/(3) \end{gathered}`

Hence, x=-2/3

Answer: option B) is correct