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Simplifying (da + f)(ga + h) = 0 Multiply (ad + f) * (ag + h) (ad(ag + h) + f(ag + h)) = 0 ((ag * ad + h * ad) + f(ag + h)) = 0 Reorder the terms: ((adh + a2dg) + f(ag + h)) = 0 ((adh + a2dg) + f(ag + h)) = 0 (adh + a2dg + (ag * f + h * f)) = 0 (adh + a2dg + (afg + fh)) = 0 Reorder the terms: (adh + afg + a2dg + fh) = 0 (adh + afg + a2dg + fh) = 0 Solving adh + afg + a2dg + fh = 0 Solving for variable 'a'. The solution to this equation could not be determined.
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