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Solve for yy in terms of vv, ww, xx, and zz.\newlinezv=−xwyzv = -xwy\newliney=y = ______

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Rearrange multi-variable equationsright chevron icon

Full solution

Q. Solve for yy in terms of vv, ww, xx, and zz.\newlinezv=−xwyzv = -xwy\newliney=y = ______
  1. Divide by −xw-xw: We got zv=−xwyzv = -xwy. To get yy alone, we need to divide both sides by −xw-xw.
  2. Simplify the expression: So, zv−xw=−xwy−xw\frac{zv}{-xw} = \frac{-xwy}{-xw}.
  3. Final result: This simplifies to y=zv−xwy = \frac{zv}{-xw}.

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