Question2. Solve the equation by completing the square $$x^{2}-12 x+2=-9$$

Studdy Solution
Solve for $x$ by isolating the variable for both cases:
Case 1: $x - 6 = 5$
$$x = 5 + 6$$
$$x = 11$$
Case 2: $x - 6 = -5$
$$x = -5 + 6$$
$$x = 1$$
The solutions to the equation are:
$$x = 11 \quad \text{and} \quad x = 1$$