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20/r + 12/r-4 = 4
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\(\frac{20(r-4)}{r(r-4)}+\frac{12r}{r(r-4)}=4\) \(\frac{32r-80}{r(r-4)}=4\) \(32r-80=4r(r-4)\) \(32r-80=4r^2-16r\) \(8r-20=r^2-4r\) \(r^2-12r+20=0\) \((r-2)(r-10)=0\) \(=2\) or \(r=10\).
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