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High Light India Ltd. invited applications for 30,000 Shares of Rs. 100 each at a premium of Rs. 20 per share payable as follows:

On Application Rs. 40 (including Rs.10 premium)

On Allotment Rs. 30 (including Rs.10 premium)

On First Call Rs. 30

On Second and Final Call Rs. 20

Applications were received for 40,000 shares and pro-rata allotment was made on the application for 35,000 share. Excess application money was utilised towards allotment.

Rohan to whom 600 shares were allotted failed to pay the allotment money and his shares were forfeited immediately after allotment.

Aman who applied for 1,050 shares failed to pay first call and his share were forfeited immediately after first Call.

Second and final call was made. All the money due on second call have been received.

Of the shares forfeited, 1,000 share were reissued as fully paid-up for Rs. 80 per share, which included the whole of Aman's shares.

Rohan to whom 600 shares were allotted must have applied for:

Solution

✅ Correct Option: 3

Applications were received for 40,000 shares, but pro-rata allotment was made only on applications for 35,000 shares. This means 30,000 shares were allotted among 35,000 applications.

Pro-rata ratio = Shares Allotted : Shares Applied for pro-rata

= 30,000 : 35,000

= 6 : 7

This means for every 7 shares applied, 6 shares were allotted.


Rohan was allotted 600 shares.

Using the pro-rata ratio:

Shares AppliedShares Allotted=76\frac{\text{Shares Applied}}{\text{Shares Allotted}} = \frac{7}{6}

Shares Applied600=76\frac{\text{Shares Applied}}{600} = \frac{7}{6}

Shares Applied = 600×76\frac{600 \times 7}{6} = 700 shares

Therefore, Rohan must have applied for 700 shares.

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