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How many solutions does this equation have?\newline−8+7u=7u-8 + 7u = 7u\newlineChoices:\newline(A)no solution\newline(B)one solution\newline(C)infinitely many solutions

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Q. How many solutions does this equation have?\newline−8+7u=7u-8 + 7u = 7u\newlineChoices:\newline(A)no solution\newline(B)one solution\newline(C)infinitely many solutions
  1. Simplify equation: Simplify the equation by observing both sides.\newline−8+7u=7u-8 + 7u = 7u\newlineSubtract 7u7u from both sides to isolate the constant term.\newline−8+7u−7u=7u−7u-8 + 7u - 7u = 7u - 7u\newline−8=0-8 = 0
  2. Subtract to isolate constant: Analyze the simplified equation.\newlineSince −8≠0-8 \neq 0, the equation has no valid solutions where both sides are equal.\newlineThis means there are no values of uu that satisfy the equation

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