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Simplify. ax-a(a+b)=-x-(1+ab)

Simplify. axa(a+b)=x(1+ab) a x-a(a+b)=-x-(1+a b)

Full solution

Q. Simplify. axa(a+b)=x(1+ab) a x-a(a+b)=-x-(1+a b)
  1. Distribute negative sign: First, let's distribute the negative sign on the right side of the equation. \newlineaxa(a+b)=x1abax - a(a + b) = -x - 1 - ab
  2. Distribute 'aa': Next, distribute the 'aa' on the left side of the equation.axa2ab=x1abax - a^2 - ab = -x - 1 - ab
  3. Move terms: Now, let's move all terms involving xx to one side of the equation and constants to the other side.ax+x=a2+ab+1ax + x = a^2 + ab + 1
  4. Combine like terms: Combine like terms by adding axax and xx.(a+1)x=a2+ab+1(a + 1)x = a^2 + ab + 1
  5. Simplify equation: The equation is now simplified and all terms are on their correct sides.

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