Final answer:
To solve the given equation, simplify the absolute value expression and clear the denominators to obtain a quadratic equation. Solve the quadratic equation to find the values of 'd'.
Step-by-step explanation:
To solve the equation -24 + d || 10-½ d = 1/(d-12) + 22 for d, we need to simplify the equation and isolate the variable 'd'. First, we'll simplify the absolute value expression. Since |-x| = x, we have d || 10-½ d = d + 10-½ d. Now, we'll clear the denominators by multiplying every term by 2(d-12) to eliminate the fractions. After simplification, we are left with a quadratic equation. Solving the quadratic equation will give us the values of 'd'.
Learn more about Solving equations involving absolute values and fractions