If you bought a stock of CCC for 140 AUD and sold it for 200 AUD in a year. If consumer price index rose from 124 to 140 during the same period, what was your real return?
1 + nominal interest rate = (1+ real interest rate)*(1+ inflation) | ||||||
Find the nominal rate of return for the CCC stock | (200 AUD - 140AUD)/140AUD | |||||
Nominal rate of return = .4286 | ||||||
Find the inflation using the consumer price index | (140 - 124)/124 | |||||
Inflation = .1290 | ||||||
1+.4286 = (1+ real interest rate)*(1+.1290) | ||||||
1+ real interest rate = (1.4286)/(1.1290) | ||||||
1+ real interest rate = 1.2654 | ||||||
real interest rate = .2654 | ||||||
Your real rate of return is 26.54%. |
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