The value of a machine depreciate at the rate of 5 percent per annum .It was purchased three years ago and if its present value is ₹965300 . For how much was it purchased ?
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Present value of the machine P= 30,000, Rate of depreciation r=5%, Number of years n=3
The value of the machine after 'n' years =P(1−100r)n
∴ The value of the machine after three years =30000(1−1005)3
=30000(10095)3
=30000×10095×10095×10095
=25721.25
The value of the machine after three years = 25,721.25
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0
it will be:
present value = purchase (1-rate /100)^num. of years
from solving
it will be( 965300×8000)/(19×19×19)
=1125878
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