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n=log (-1/2)x/log 0.85
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Can i cancel out logs?
since they are like terms
\[n=\frac{ \log 0.5x }{ \log 0.85 }\]
no, you cannot cancel the logs. what are you supposed to do with this equation ?
The number of years, n, for a piece of machinery to depreciate to a known salvage value can be found using the formula \[n=\frac{ \log s-\log i }{ \log (1-d) }\] where s is the salvage value of the machinery, i is its initial value, and d is the annual rate of depreciation. b) How many years will it take for a piece of machinery to loose half of its value if the annual rate of depreciation is 15%.
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