What value of x satisfies the preceding equation?
-3 satisfies the preceding equation.
To find the value of x that satisfies the equation, substituting -3 into the equation confirms that it holds true. This makes -3 the correct answer among the given choices.
Substituting -11 into the equation results in a value that does not satisfy the condition stated. The calculations reveal that -11 fails to produce the required outcome, indicating it is not a solution to the equation.
When -3 is substituted into the equation, it successfully satisfies the equation's conditions, proving it to be the correct solution. This choice meets all the necessary requirements laid out in the problem.
Using 3 in the equation yields a result that does not fulfill the requirements set by the equation. The calculations show that 3 does not satisfy the condition, making it an incorrect choice.
Substituting 11 into the equation similarly results in an outcome that does not satisfy the equation's requirements. Therefore, 11 is also an incorrect answer as it fails to meet the equation's condition.
In summary, the value of x that satisfies the equation is -3. The other options, -11, 3, and 11, do not meet the equation's conditions when substituted, thereby confirming -3 as the sole correct answer. Understanding how to substitute values into equations is essential for solving such mathematical problems effectively.
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