NISM Certifications · NISM-Series-XXI-A: Portfolio Management Services (PMS) Distributors · Portfolio Management Process
Over a year, a portfolio earned a return of 14%, the risk-free rate was 6%, and the portfolio's standard deviation was 16%. What is its Sharpe ratio?
The Sharpe ratio is 0.50. It equals the excess return over the risk-free rate, 14% minus 6% = 8%, divided by the standard deviation of 16%. It measures return earned per unit of total risk taken by the portfolio.
- A0.50Correct
- B0.875
- C0.38
- D2.00
Explanation
Sharpe ratio = (Rp - Rf)/standard deviation = (14 - 6)/16 = 0.50. The 0.875 comes from dividing the raw return by the standard deviation without deducting the risk-free rate (14/16). The 0.38 divides the risk-free rate by the standard deviation (6/16). The 2.00 inverts the ratio (16/8).
Did you get it right without looking?
One question tells you little. A timed set on Portfolio Management Process shows your real accuracy, how long you take and where you lose marks.
More Portfolio Management Process questions
- A portfolio manager sets a strategic asset allocation of 60% equity and 40% debt. After a strong equity rally the portfolio moves to 70% equ…
- A portfolio is allocated 60% to equity and 40% to debt as per the client's strategic asset allocation. After a strong equity rally, the port…
- A PMS client's portfolio is worth Rs 50 lakh at the start of the year. It is Rs 56 lakh at the end of the year, with no additions or withdra…
- Over time, a portfolio's actual asset mix drifts away from the target allocation because of differing asset price movements. Restoring the o…
- A PMS portfolio is worth ₹1,00,000 at the start of the year and ₹1,26,000 at the end, with no cash flows in between. The benchmark returned …
- Under the strategic asset allocation approach used in portfolio construction, how is the target allocation between asset classes usually tre…