machinery worth RS 10000 depreciated by5%.find its value after 1 year.rhe population of a city after 2years which is at present 12lakh if the rate of increase is 4percentage
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1)
R = Initial Value = 10000
i = Rate of depreciation= 5%
n = time = 1 year
S = value after 1 year =
S = R(1 -i)^n
= 10000 ( 1 - 5/100)^1
= 10000( 1 - 0.05)
= 10000(0.95)
=9500 = value after 1 year
2)
S = Population after 2 years = ?
i = Annual growth rate = 4%
n = Duration = 2 years
R= population at the beginning = 12,00,000
S = R(1+i)^n
= 1200000( 1 + 4/100)^2
= 1200000( 1 + 0.04)^2
= 1200000(1.04)^2
= 1200000(1.0816)
=1200000(1.0816)
=1297920
1297920 = R = Population after 2 years
R = Initial Value = 10000
i = Rate of depreciation= 5%
n = time = 1 year
S = value after 1 year =
S = R(1 -i)^n
= 10000 ( 1 - 5/100)^1
= 10000( 1 - 0.05)
= 10000(0.95)
=9500 = value after 1 year
2)
S = Population after 2 years = ?
i = Annual growth rate = 4%
n = Duration = 2 years
R= population at the beginning = 12,00,000
S = R(1+i)^n
= 1200000( 1 + 4/100)^2
= 1200000( 1 + 0.04)^2
= 1200000(1.04)^2
= 1200000(1.0816)
=1200000(1.0816)
=1297920
1297920 = R = Population after 2 years
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