Question Solve one eighth times quantity x plus 32 end quantity equals negative 7. x = 56 x = 7 x = −88 x = −24

The solution of the linear equation is x = -88, so the correct option is the third one. How to solve the given equation? First, we need to write the equation. We have the statement: “one eighth times x plus 32 end quantity equals negative 7” That can be written as the linear equation: (1/8)*(x + 32) = -7 First, we can multiply both sides by 8 to get x + 32 = –7*8 x + 32 = -56 Remember the addition property of the equality, it means that we can add/subtract the same number in both sides of the equation. x + 32 = -56 To solve that, we want to isolate x in one of the sides of the equation, so we can add (-32) in both sides so we will get: x + 32 – 32 = -56 x = -56 – 32 x = -56 – 32 = -88 So the correct option is the third one. Learn more about linear equations: https://brainly.com/question/1884491 #SPJ1 Reply

solutionof thelinear equationis x = -88, so the correct option is the third one.How to solve the given equation?equation.statement:linear equation:addition property of the equality, it means that we can add/subtract the same number in both sides of the equation.equation, so we can add (-32) in both sides so we will get:linear equations: