Three years ago, Aaron bought a computer for 930 $. T h e c o m p u t e r i s n o w w o r t h$ $570$ . Assuming that the value of the computer depreciates linearly, what is its yearly depreciation?

120$

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180$

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200$

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240$

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Solution

The correct option is A 120 $L e t t h e p e r a n n u m a b s o l u t e d e p r e c i a t i o n b e x . T h e n$ x=\dfrac{Price_{initial}-Price_{final}}{Time\:period}=\dfrac{930-570}{3}=\dfrac{360}{3}=120$ dollars.

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Three years ago, Aaron bought a computer for 930.Thecomputerisnowworth 570. Assuming that the value of the computer depreciates linearly, what is its yearly depreciation?

The correct option is A 120Lettheperannumabsolutedepreciationbex.Thenx=\dfrac{Price_{initial}-Price_{final}}{Time\:period}=\dfrac{930-570}{3}=\dfrac{360}{3}=120$ dollars.

Three years ago, Aaron bought a computer for 930 $. T h e c o m p u t e r i s n o w w o r t h$ $570$ . Assuming that the value of the computer depreciates linearly, what is its yearly depreciation?

The correct option is A 120 $L e t t h e p e r a n n u m a b s o l u t e d e p r e c i a t i o n b e x . T h e n$ x=\dfrac{Price_{initial}-Price_{final}}{Time\:period}=\dfrac{930-570}{3}=\dfrac{360}{3}=120$ dollars.