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Solve for ww in terms of vv and xx.\newlinex=−wvx = -\frac{w}{v}\newlinew=w = ______

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Full solution

Q. Solve for ww in terms of vv and xx.\newlinex=−wvx = -\frac{w}{v}\newlinew=w = ______
  1. Multiply by v: First, let's get rid of the fraction by multiplying both sides by vv.x⋅v=−wv⋅vx \cdot v = -\frac{w}{v} \cdot v
  2. Simplify the equation: Now, we simplify the equation. x×v=−wx \times v = -w
  3. Get rid of negative sign: To solve for ww, we need to get rid of the negative sign, so we multiply both sides by −1-1.−w×−1=x×v×−1-w \times -1 = x \times v \times -1
  4. Final answer: After multiplying, we get the final answer. w=−x×vw = -x \times v

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