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Comprehension:

Read the information carefully and answer the questions

A partner withdrew money during the year ending March 31, 2020 from his capital account, for his personal use.

The amounts withdrawn were: Rs. 12,000 on June 01, 2019, Rs. 8,000; on August 31, 2019, Rs. 3,000; on September 30, 2019, Rs. 7,000; on November 30, 2019, and Rs. 6,000 on January 31, 2020.

Calculate interest on drawings, if the rate of interest is 9 percent per annum.

Calculate Interest on drawings for the amount Rs. 12000 on June 1, 2019.

Solution

✅ Correct Option: 2

Solution: Interest on Drawing of Rs. 12,000

The withdrawal of Rs. 12,000 was made on June 1, 2019 and the financial year ends on March 31, 2020.

Time Period Calculation:

From June 1, 2019 to March 31, 2020 = 10 months


Interest Calculation:

The formula for interest on drawings:

Interest=Amount×Rate×Time100\text{Interest} = \frac{\text{Amount} \times \text{Rate} \times \text{Time}}{100}

Where time is in years, so 10 months = 1012\frac{10}{12} years

Interest=12,000×9×10100×12\text{Interest} = \frac{12,000 \times 9 \times 10}{100 \times 12}

Interest=1,080,0001,200\text{Interest} = \frac{1,080,000}{1,200}

Interest=Rs. 900\text{Interest} = \text{Rs. } 900


Note: Since the amount was withdrawn on June 1, 2019, interest is calculated for the remaining period of the financial year, which is 10 complete months (June to March). The interest is calculated on a time proportionate basis as the rate is per annum but the time period is less than a year.

Answer: Option 2 - Rs. 900

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