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Is c=4c = 4 a solution to this equation?\newline−93=−124c-93 = -\frac{124}{c}\newlineChoices:\newline(A)yes\newline(B)no

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Q. Is c=4c = 4 a solution to this equation?\newline−93=−124c-93 = -\frac{124}{c}\newlineChoices:\newline(A)yes\newline(B)no
  1. Identify Equation: We have the equation:\newline−93=−124c-93 = -\frac{124}{c}\newlineIdentify the equation after substituting c=4c = 4.\newlineSubstitute 44 for cc in −93=−124c-93 = -\frac{124}{c}. \newlineEquation: −93=−1244-93 = -\frac{124}{4}
  2. Substitute c=4c=4: Simplify −1244-\frac{124}{4}.\newline−1244=−31-\frac{124}{4} = -31
  3. Simplify −124/4-124/4: We found: −124/4=−31-124/4 = -31\newlineIs c=4c = 4 a solution to the equation −93=−124/c-93 = -124/c?\newlineFor c=4c=4, the equation becomes −93=−31-93 = -31, which is not true.\newlineSo, c=4c = 4 is not a solution to the equation −93=−124/c-93 = -124/c.

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