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 The rate of depreciation dV/dt of a machine is inversely proportional to the square \text { The rate of depreciation } d V / d t \text { of a machine is inversely proportional to the square }

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 The rate of depreciation dV/dt of a machine is inversely proportional to the square \text { The rate of depreciation } d V / d t \text { of a machine is inversely proportional to the square } of t+2t + 2 , where VV is the value of the machine tt years after it was purchased. The initial value of the machine was $500,000\$ 500,000 , and its value decreased $100,000\$ 100,000 in the first year. Estimate its value after 6 years. Round your answer to the nearest integer.


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