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Is x=−121x = -121 a solution to this equation?\newline−2=x11-2 = \frac{x}{11}\newlineChoices:\newline(A)yes\newline(B)no

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Q. Is x=−121x = -121 a solution to this equation?\newline−2=x11-2 = \frac{x}{11}\newlineChoices:\newline(A)yes\newline(B)no
  1. Identify Equation: We have the equation −2=x11-2 = \frac{x}{11}. Identify the equation after substituting x=−121x = -121.\newlineSubstitute −121-121 for xx in −2=x11-2 = \frac{x}{11}. \newlineEquation: −2=(−121)11-2 = \frac{(-121)}{11}
  2. Substitute xx: Simplify (−121)/11(-121)/11.\newline−121/11=−11-121 / 11 = -11
  3. Simplify Expression: We found: −12111=−11-\frac{121}{11} = -11\newlineIs x=−121x = -121 a solution to the equation −2=x11-2 = \frac{x}{11}?\newlineFor x=−121x=-121, the equation becomes −11=−2-11 = -2, which is not true.\newlineSo, x=−121x = -121 is not a solution to the equation −2=x11-2 = \frac{x}{11}.

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