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Simplifying (px + -1y)(py + x) = h2p Multiply (px + -1y) * (py + x) (px(py + x) + -1y * (py + x)) = h2p ((py * px + x * px) + -1y * (py + x)) = h2p Reorder the terms: ((px2 + p2xy) + -1y * (py + x)) = h2p ((px2 + p2xy) + -1y * (py + x)) = h2p (px2 + p2xy + (py * -1y + x * -1y)) = h2p (px2 + p2xy + (-1py2 + -1xy)) = h2p Reorder the terms: (px2 + -1py2 + p2xy + -1xy) = h2p (px2 + -1py2 + p2xy + -1xy) = h2p Solving px2 + -1py2 + p2xy + -1xy = h2p Solving for variable 'p'. Reorder the terms: -1h2p + px2 + -1py2 + p2xy + -1xy = h2p + -1h2p Combine like terms: h2p + -1h2p = 0 -1h2p + px2 + -1py2 + p2xy + -1xy = 0 The solution to this equation could not be determined.
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