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Q.Alfa Ltd. invited applications for 50,000 equity shares of ₹10 each at a premium of 30%. The whole amount was payable on application. Applications were received for 2,50,000 shares. The company decided to allot the shares on a pro-rata basis to all the applicants. The amount refunded by the company was : (A) ₹32,50,000 (B) ₹15,60,000 (C) ₹39,00,000 (D) ₹26,00,000

CBSECBSE Class XII Board 2024MCQ· 1mImportance★★★★★
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The amount refunded by Alfa Ltd. is ₹26,00,000 (Option D). This is the application money returned to unsuccessful applicants after pro-rata allotment.

The core of this question lies in understanding pro-rata allotment in share capital accounting. When a company receives applications for more shares than it has offered, it cannot simply keep the excess money. The company must either allot shares proportionately (pro-rata) and adjust the excess application money against future calls, or refund it. Here, the entire amount is payable on application, so there are no future calls — meaning any excess money must be refunded.

Let’s break down the numbers step by step.

Step 1: Calculate the application money per share

The face value of each share is ₹10, and the premium is 30% of face value.

Premium per share = 30% of ₹10 = ₹3.

Total application money per share = Face value + Premium = ₹10 + ₹3 = ₹13 per share.

Step 2: Determine the total money received

Applications were received for 2,50,000 shares.

Total money received = 2,50,000 shares × ₹13 = ₹32,50,000.

Step 3: Calculate the money that can be retained by the company

The company offered only 50,000 shares. On these 50,000 shares, the company is entitled to keep the full application money.

Money retained = 50,000 shares × ₹13 = ₹6,50,000.

Step 4: Compute the refund amount

Refund = Total money received – Money retained

Refund = ₹32,50,000 – ₹6,50,000 = ₹26,00,000.

Watch out

A common mistake is to calculate the refund based on the number of excess shares (2,50,000 – 50,000 = 2,00,000 shares) and multiply by the face value (₹10) only. But remember: the application money includes the premium. The company has collected ₹13 per share from everyone, so the refund per excess share must also be ₹13, not ₹10. Using ₹10 would give ₹20,00,000, which is wrong. …

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