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Q.Mahadev consigned 100 bales of cotton to Satyam at invoice price of ₹ 1,000 per bale. Consignment expenses were ₹ 10,000. 10 bales stolen in transit and the insurance company accepted the claim amount of ₹ 8,000. Satyam received the remaining bales and paid cart hire ₹ 2,000. 90 bales were sold by Satyam @ 1,500 per bale. Prepare consignment account at cost price, if goods consigned with cost plus 25% on profit.

Rajasthan RbseRBSE Rajasthan Senior Secondary (Class-12) Commerce Board 2020Subjective· 4mImportance★★★★★
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Cost per bale = 1,000 ÷ 1.25 = ₹800; abnormal loss on 10 stolen bales = ₹9,000 (cost ₹8,000 + proportionate consignor expenses ₹1,000); 90 bales sold for ₹1,35,000; profit on consignment = ₹52,000.

Given: 100 bales consigned, invoice price ₹1,000/bale (cost + 25% profit); consignor's expenses ₹10,000; 10 bales stolen in transit, insurance claim ₹8,000 accepted; cart hire paid by consignee ₹2,000; 90 bales sold @ ₹1,500/bale. Account to be at cost price.

Step 1 — Cost per bale: Invoice price ₹1,000 = cost + 25% of cost = 1.25 × cost → cost = 1,000 ÷ 1.25 = ₹800. Goods sent (at cost) = 100 × ₹800 = ₹80,000.

Step 2 — Abnormal loss (10 bales stolen in transit): valued at cost + proportionate consignor's expenses (expenses incurred on all 100 bales before the loss):

  • Cost of 10 bales = 10 × ₹800 = ₹8,000
  • Proportionate consignor's expenses = ₹10,000 × 10/100 = ₹1,000
  • Total abnormal loss = ₹9,000 (credited to Consignment A/c). Insurance claim ₹8,000 is received; net loss ₹1,000 goes to the Profit & Loss A/c. (Cart hire is a consignee expense on the 90 received bales and is not apportioned to the lost bales.)

Step 3 — Sales and closing stock: 100 − 10 stolen − 90 sold = 0 bales left, so there is no closing stock. Sales = 90 × ₹1,500 = ₹1,35,000.

Consignment Account (at cost price):

| Dr. | ₹ | Cr. | ₹ |

|---|---|---|---| …

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