Jason purchased a machine for his factory. The value of the machine was $21,500 in 2010. In 2011, the value of the machine was $18,920. In 2012, the value of the machine was $16,649.60, and in 2013, the value of the machine was $14,651.65. Which statement best describes this situation?
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The value of the machine in the years are :
2010 = $21500
2011 = $18920
The depreciation in value is : 21500 - 18920 = $2580
2012 = $16649.60
The depreciation in value is : 18920 - 16649.60 = $2270.4
2013 = 14651.65
The depreciation in value is :16649.60 - 14651.65 = $1997.95
The best statement that describes the above analysis is :
The value of the machine depreciates annually.
grilloj72:
The question asks if it's a linear or an exponential equation. Assuming this subtraction is anything to go off of, it's most likely a linear equation. In PLATO, the answer would be C. A decreasing linear function can be used to describe this situation because it has a constant rate of change.
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