Solve for x when x=11. x + 44 / 2x =
x = 13.
To solve for x in the equation x + 44 / 2x, we substitute the value of x as 11 and simplify the equation. The calculation leads us to the result of 13, confirming this as the correct answer.
This choice results from miscalculating the expression. If one incorrectly adds 11 and 44 without properly addressing the division by 2x, it could lead to a misunderstanding of the order of operations, but it does not yield the correct value when x is substituted.
This option suggests a significant miscalculation of the expression. A result of 2.5 might arise from an incorrect interpretation of the equation or an arithmetic error in simplifying the terms. However, substituting x = 11 does not lead to 2.5 in any step of the calculation.
This choice correctly identifies the result after substituting x = 11 into the equation and simplifying it accurately. The expression resolves correctly, showing that when x equals 11, the calculated outcome is indeed 13.
While 55/22 simplifies to 2.5, this choice represents a misinterpretation of the equation's requirements. The fraction does not correspond to the correct solution derived from substituting x with 11 in the original equation.
In solving the equation for x, we find that substituting x = 11 yields the correct answer of 13. The other choices stem from errors in computation or misunderstanding of the equation's structure. Recognizing the correct application of operations ensures accurate solutions in algebraic expressions.
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