When a stock increases in value, the holding period return is always greater than the continuously compounded return.
How?
Q => A stock was purchased for $100 and sold one year later for $120.Calculate the investor's annual rate of return on a continuously compounded basis.
So HPR = 120-100/100 = 20 %
and continuously compounded return => ln(120/100) = 18.232 %
so if I calculate I/Y,Using TVM I get I/Y = 20%
why can't I calculate rate of return using TVM?
or I failed to understand the language of the question?
by "investor's annual rate of return" it means stated annual rate of return and effective annual rate can be calculated by e^.18232-1 ?
How?
Q => A stock was purchased for $100 and sold one year later for $120.Calculate the investor's annual rate of return on a continuously compounded basis.
So HPR = 120-100/100 = 20 %
and continuously compounded return => ln(120/100) = 18.232 %
so if I calculate I/Y,Using TVM I get I/Y = 20%
why can't I calculate rate of return using TVM?
or I failed to understand the language of the question?
by "investor's annual rate of return" it means stated annual rate of return and effective annual rate can be calculated by e^.18232-1 ?