a) | Number of years between 2012-2006 =6 years | ||||||
Increase in amount = $144000-1260000 =$180000 | |||||||
We can calculate the effective interest rate by using future value formula | |||||||
FV= PV*(1+r)^n | |||||||
Where, | |||||||
FV= Future Value | |||||||
PV = Present Value | |||||||
r = Interest rate | |||||||
n= periods in a number | |||||||
1440000 = $1260000*( 1+r)^6 | |||||||
1.14286 = (1+r)^6 | |||||||
r = 0.0225047 | |||||||
r = 2.25% | |||||||
6) | Equivalent price in money of Budda in 2000 | ||||||
Years between 2000-2006 =6 years | |||||||
We can calculate is by using the present value formula | |||||||
PV= FV/(1+r)^n | |||||||
Where, | |||||||
FV= Future Value | |||||||
PV = Present Value | |||||||
r = Interest rate | |||||||
n= periods in number | |||||||
= $1260000/( 1+0.023)^6 | |||||||
=1260000/1.14283 | |||||||
= $1102530.58 | |||||||
Note: Intermediate calculations have been rounded off at 2 decimal points which may result in the wrong final answer | |||||||
. Please let me know if the wrong, if any. I will correct it immediately. | |||||||
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