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Solve for vv.\newline−3(v+13)=18-3(v + 13) = 18\newlinev=v = _____

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Full solution

Q. Solve for vv.\newline−3(v+13)=18-3(v + 13) = 18\newlinev=v = _____
  1. Distribute −3-3: Distribute the −3-3 across the parentheses.\newline\(-3(v + 1313) = −3-3v - 33(1313)(\newline\)= −3-3v - 3939
  2. Set equal to 1818: Set the equation equal to 1818.−3v−39=18-3v - 39 = 18
  3. Isolate term with v: Isolate the term containing vv by adding 3939 to both sides of the equation.\newline−3v−39+39=18+39-3v - 39 + 39 = 18 + 39\newline−3v=57-3v = 57
  4. Divide by −3-3: Divide both sides by −3-3 to solve for vv.\newline−3v/−3=57/−3-3v / -3 = 57 / -3\newlinev=−19v = -19

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