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Solve for yy in terms of xx and zz.\newlinex=z+yx = z + y\newliney=y = ______

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Full solution

Q. Solve for yy in terms of xx and zz.\newlinex=z+yx = z + y\newliney=y = ______
  1. Isolate yy: We have the equation x=z+yx = z + y. To solve for yy, we need to get yy by itself on one side of the equation.
  2. Subtract zz: Subtract zz from both sides of the equation to isolate yy.x−z=z+y−zx - z = z + y - z
  3. Simplify equation: Simplify the equation by canceling out the zz on the right side.x−z=yx - z = y
  4. Final solution: Now we have yy by itself, so the solution is y=x−zy = x - z.

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