Using the Gross Loss method, Cost of Revenue from Operations works out to ₹6,60,000 — but this exceeds the goods available for sale implied by the printed Opening Inventory and Net Purchases figures, so Closing Inventory (and hence a final Inventory Turnover Ratio) cannot be reliably computed from the figures exactly as printed in this paper; the correct method is shown in full below.
Given (as printed): Purchases = ₹70,000; Purchase Return = ₹55,000; Revenue from Operation = ₹6,00,000; Opening Inventory = ₹80,000; Carriage Inward = ₹20,000; Carriage Outward = ₹15,000; Gross Loss = 10% of Revenue from Operation.
Method:
Inventory Turnover Ratio = Cost of Revenue from Operations ÷ Average Inventory
Step 1 — Cost of Revenue from Operations, via the Gross Loss given.
Since there is a Gross LOSS (not profit), Cost of Revenue from Operations exceeds Revenue from Operations:
Gross Loss = 10% × 6,00,000 = ₹60,000
Cost of Revenue from Operations = Revenue from Operations + Gross Loss = 6,00,000 + 60,000 = ₹6,60,000
(Carriage Outward, being a selling expense, is excluded from Cost of Revenue from Operations.)
Step 2 — Net Purchases.
Net Purchases = Purchases − Purchase Return = 70,000 − 55,000 = ₹15,000
Step 3 — Attempt to derive Closing Inventory.
Closing Inventory = Opening Inventory + Net Purchases + Carriage Inward − Cost of Revenue from Operations
= 80,000 + 15,000 + 20,000 − 6,60,000
= 1,15,000 − 6,60,000
= −₹5,45,000
A negative closing inventory is not possible — goods available for sale (Opening Inventory + Net Purchases + Carriage Inward = ₹1,15,000) cannot be smaller than the Cost of Revenue from Operations (₹6,60,000) implied by the stated Gross Loss. This shows the figures printed in this particular paper are internally inconsistent (most likely a transcription/printing error in one of the original figures, such as Revenue from Operation or Purchase Return) — applying them exactly as given cannot yield a genuine, meaningful Closing Inventory or final ratio.
What a student should take away: the correct method is — (a) find Cost of Revenue from Operations from Gross Profit/Loss, (b) find Net Purchases, (c) find Closing Inventory using Opening Inventory + Net Purchases + Direct Expenses − Cost of Revenue from Operations, (d) take Average Inventory = (Opening + Closing) ÷ 2, and (e) divide Cost of Revenue from Operations by Average Inventory. A student facing this exact paper should double-check the printed figures (e.g., against their own official question paper) before relying on a single numeric final answer, since the values transcribed here produce an impossible result.