34. Mr. Rajan’s investment portfolio comprises Rs.2 lakh in equity, Rs.5 lakh in debt and Rs. 1 lakh in his bank current account. Over one year the returns on equity and debt are 5% and 12%. At the end of the year to maintain his current asset allocation, he needs to _____________.
Explanation:
At the beginning of the year, Mr. Rajan’s asset allocation was 20% in equity (2 lakh out of total 8 lakh), 62.5% in debt (5 lakh out of total 8 lakh), and 12.5% in cash (1 lakh out of total 8 lakh).
At the end of the year, the value of his equity investment would be 2 lakh * (1 + 5%) = 2.1 lakh, and the value of his debt investment would be 5 lakh * (1 + 12%) = 5.6 lakh.
To maintain his original asset allocation:
• The desired value of equity = Total value * desired percentage in equity = 8 lakh * 20% = 1.6 lakh
• The desired value of debt = Total value * desired percentage in debt = 8 lakh * 62.5% = 5 lakh
• The desired value of cash = Total value * desired percentage in cash = 8 lakh * 12.5% = 1 lakh
Therefore, he needs to adjust his portfolio by:
• Moving (2.1 lakh – 1.6 lakh) = Rs.7500 from debt to equity
• Moving (5.6 lakh – 5 lakh) = Rs. 60000 from debt to cash