To find the value of x in the expression given, let’s examine the equation carefully. Initially, your expression combines two instances of x alongside some numbers.
However, there seems to be a formatting issue in the question as it may not strictly resemble a solvable equation. Therefore, we need to interpret the equation in standard algebraic format. Assuming the expression can be interpreted as:
9 + 73x + 49 + 812x + 67 + 99 = 0
This implies we have to combine like terms involving x:
(73 + 812)x + (9 + 49 + 67 + 99) = 0
Calculating the coefficients, we have:
885x + 224 = 0
Next, to isolate x, subtract 224 from both sides:
885x = -224
Finally, divide by 885:
x = -224 / 885
Next, we can simplify this fraction:
x = -0.2528 (approximately)
So, the value of x, rounded to four decimal places, is approximately -0.2528.