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Inverse variation of two variables and the constant of variation

Inverse variation is expressed by below equation. \mathtt {y\ =\ \frac {k} {x}} y = xk Where, x & y are variables and k is constant. Sometimes the equation is also expressed as; k = x . y The
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DIRECT AND INVERSE VARIATION

Thus, the formula for inverse variation is given as follows: x = \(\frac{k}{y}\) or y = \(\frac{k}{x}\) xy = k. Here, k is the constant of proportionality. Also, x \(\neq\) 0 and y \(\neq\) 0. Product Rule for Inverse Variation. Suppose the two solutions

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The mathematic equation is determined by solving for the unknown variable.

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Inverse Variation

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