Hello.
Below, I have run through the calculations of the Sharpe ratio based on my monthly returns. The value is very low and I would welcome any constructive guidance on if my math is correct and if so, what are the major contributing factors for the low value. For example, I trade with equities and options and I am wondering how the sporadic cash flows might affect this ratio. Thank you in advance for your assistance.
My fundâs monthly returns for 2011 are as follows:
JAN -1.87%
FEB -0.45%
MAR 0.39%
APR 1.16%
MAY 1.69%
JUN -0.90%
JUL 0.61%
AUG 1.36%
SEP -1.49%
My understanding of the formula for the Sharpe Ratio is:
(AVG MONTHLY RETURN â MONTHLY RISK FREE RATE) / (STANDARD DEVIATION OF ALL MONTHLY DATA)
The calculations I made provided the following results:
THE AVG MONTHLY RETURN = .0006
MONTHLY RISK FREE RATE= Based on an assumption of 2%, divided .02 by 12 months or .0017
STANDARD DEVIATION OF ALL MONTHLY RETURNS= .0129
If I substitute these results back into the formula, I get:
(.0006 - .0017) / .0129
Or
A Sharpe ratio of -.09
Thanks again.
Below, I have run through the calculations of the Sharpe ratio based on my monthly returns. The value is very low and I would welcome any constructive guidance on if my math is correct and if so, what are the major contributing factors for the low value. For example, I trade with equities and options and I am wondering how the sporadic cash flows might affect this ratio. Thank you in advance for your assistance.
My fundâs monthly returns for 2011 are as follows:
JAN -1.87%
FEB -0.45%
MAR 0.39%
APR 1.16%
MAY 1.69%
JUN -0.90%
JUL 0.61%
AUG 1.36%
SEP -1.49%
My understanding of the formula for the Sharpe Ratio is:
(AVG MONTHLY RETURN â MONTHLY RISK FREE RATE) / (STANDARD DEVIATION OF ALL MONTHLY DATA)
The calculations I made provided the following results:
THE AVG MONTHLY RETURN = .0006
MONTHLY RISK FREE RATE= Based on an assumption of 2%, divided .02 by 12 months or .0017
STANDARD DEVIATION OF ALL MONTHLY RETURNS= .0129
If I substitute these results back into the formula, I get:
(.0006 - .0017) / .0129
Or
A Sharpe ratio of -.09
Thanks again.