a machine purchased for $8,65,000.its value drpreciates at the rate 12% per annum. what will be its value after 2
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If Vo is the value of an article at a certain time and R% per annum is the rate of depreciation, then the value Vn at the end of n years is given by
Vn = Vo (1-R/100)^n
Given :
R= 12%, n= 2years, Vo= $ 865000
Vn = Vo (1-R/100)^n
Vn = 865000 (1-12/100)²
Vn= 865000(1-3/25)²
Vn= 865000 (22/25)²
Vn = (865000 ×22× 22)/25× 25
Vn= 1384 × 22× 22
Vn= $ 669856
Hence,the price after 2 years is $ 669856
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Hope this will help you...
Vn = Vo (1-R/100)^n
Given :
R= 12%, n= 2years, Vo= $ 865000
Vn = Vo (1-R/100)^n
Vn = 865000 (1-12/100)²
Vn= 865000(1-3/25)²
Vn= 865000 (22/25)²
Vn = (865000 ×22× 22)/25× 25
Vn= 1384 × 22× 22
Vn= $ 669856
Hence,the price after 2 years is $ 669856
==================================================================
Hope this will help you...
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