Final answer:
The question refers to solving an equation involving a least common denominator but lacks the full equation to provide a specific solution. Typically, solving such equations involves writing the denominator as a perfect square and algebraic rearrangement, such as multiplication and division to isolate the variable.
Step-by-step explanation:
The provided question seems to be lacking proper structure and complete data to directly solve for x. However, based on the information given, we can infer that it involves solving an equation that has a common denominator. When simplifying expressions with denominators, one method is to write it as a perfect square before proceeding with further operations. Moreover, the process of solving for a variable typically requires algebraic rearrangement, such as dividing both sides of an equation by a number and then multiplying by the variable to isolate it on one side.
When working with fractions, remember to multiply the numerators together and multiply the denominators together, simplifying by common factors as needed. If the equation was provided correctly, we would follow these steps to solve for x. Without the full equation, we cannot provide a specific solution.