CA Intermediate · Financial Management and Strategic Management
Management of Inventory for CA Intermediate (Paper 6, Financial Management)
Management of Inventory is about holding enough stock to keep operations running at the lowest total cost. You solve it by finding the order size using EOQ = √(2AO ÷ C), classifying items with ABC, VED, FSN or JIT, and using the stock levels you know from Paper 4 as supporting tools.
What this chapter covers
This chapter in Paper 6, Section A (Financial Management), deals with stock of raw material, work-in-progress and finished goods. Inventory ties up money. Too much stock raises carrying cost, and too little stops production or loses sales. The chapter teaches you how to balance the two.
The core of the chapter is the objectives of inventory management, the Economic Order Quantity (EOQ), and control techniques such as ABC, VED, FSN and JIT. EOQ needs a formula and clean working. The control techniques are mostly theory, but they can be tested as short notes or MCQs. The stock levels (reorder, minimum, maximum, danger) are mainly Paper 4 material. They support this chapter by showing how lead time and usage drive ordering, so treat them as background here.
The chapter links closely to working capital management, because inventory is a major part of current assets. It also connects to Cost and Management Accounting (Paper 4), where stock levels are mainly taught. If you have studied them there, you already have the background. Focus here on the financial angle: cost of funds tied up and total cost of holding stock.
This chapter is compact and formula-driven, so it rewards practice more than reading. The EOQ formula covers the main numerical questions, and the theory on ABC, VED, FSN and JIT suits both MCQs, which have no negative marking, and short descriptive answers. Once you are fluent in EOQ and the control techniques, you can pick up reliable marks in a short time. That makes the chapter good value if you study around articleship hours.
Management of Inventory: topics in the order to study them
- 1Inventory Management Basics and ObjectivesStart here to understand the costs and motives behind holding stock, since every later formula rests on ordering cost versus carrying cost.
- 2Economic Order Quantity (EOQ)Study it next because it is the core formula and it uses the cost ideas you just learnt.
- 3Stock Levels: Reorder, Minimum, Maximum, Danger (Paper 4 support)These levels use lead time and usage rates. They are mainly Paper 4 material, so treat them as background that supports EOQ here and revise them from your Paper 4 notes.
- 4Inventory Control Techniques: ABC, VED, FSN, JITLeave this theory-heavy topic for last, once the numbers are comfortable, and use it to round off the chapter.
How to prepare Management of Inventory
Prepare this chapter with a short theory pass and many numerical drills. Write each formula in your own notes with the meaning of every symbol.
- Read the objectives and the cost types: ordering cost, carrying cost and stock-out cost. Be able to say which costs rise and which fall as order size increases.
- Learn EOQ = √(2AO ÷ C), where A is annual consumption, O is ordering cost per order and C is carrying cost per unit per year. Check that A and C use the same unit and the same year.
- Solve EOQ problems in a fixed format: write the formula, substitute, compute, then state the number of orders and total cost. This earns step marks.
- Revise the stock levels from your Paper 4 notes with their formulas. Work out a full set in one problem so you see how lead time and usage drive them. Keep this short, since it supports the chapter rather than leading it.
- Make one-line notes on ABC, VED, FSN and JIT: the basis of classification, the control applied to each class and one limitation.
- Finish with a timed mix of MCQs and two or three written problems. Check every unit and every rounding step.
Common mistakes in Management of Inventory
Mixing units in EOQ, such as monthly usage with annual carrying cost.
Fix: Convert A, O and C to the same period and unit before putting them in the formula.
Using carrying cost as a percentage of unit price without computing the rupee amount.
Fix: Compute C = percentage × purchase price per unit first, then use it in EOQ.
Confusing the formulas for reorder, minimum and maximum levels.
Fix: Remember the logic: reorder level uses the maximum usage and maximum lead time, minimum level subtracts normal usage during normal lead time from the reorder level, and maximum level adds the reorder quantity to the reorder level and then subtracts minimum usage during minimum lead time.
Mixing up ABC, VED and FSN in short answers.
Fix: Tie each to its basis: ABC to value, VED to criticality, FSN to movement. Add one control action for each.
Stopping at the EOQ number and leaving out orders per year or total cost.
Fix: Read the last line of the question and compute every item asked. Show each step so you earn step marks.
Last-day revision: Management of Inventory
- Inventory objectives: avoid stock-outs, keep investment low and keep total cost minimum.
- Total inventory cost = ordering cost + carrying cost (+ purchase cost where relevant).
- EOQ = √(2AO ÷ C).
- At EOQ, total ordering cost equals total carrying cost. This holds in the basic EOQ model, with constant price, constant carrying cost per unit and no quantity discounts.
- Number of orders per year = A ÷ EOQ.
- Stock levels (mainly Paper 4 support): reorder level = maximum usage × maximum lead time.
- Minimum level = reorder level − (normal usage × normal lead time).
- Maximum level = reorder level + reorder quantity − (minimum usage × minimum lead time).
- Danger level = normal (average) consumption × maximum reorder period for emergency purchases. This is the convention used here. Some books use minimum consumption × emergency lead time, so follow the one the question or your Paper 4 notes use.
- ABC ranks by value, VED by criticality, FSN by speed of movement.
- JIT aims at near-zero stock by receiving material only as production needs it.
Management of Inventory practice questions
- Mehta Traders buys 14,400 units a year. Ordering cost is Rs 50 per order and carrying cost is Rs 4 per unit per year. What is the total of a…
- Verma Industries uses 7,200 units a year, evenly spread over 360 days. Lead time is normally 10 days but may be as long as 16 days. Maximum …
- Bharat Plastics uses 14,400 units a year. Ordering cost is Rs 50 per order and carrying cost is Rs 4 per unit per year. Purchase price is Rs…
- Under the ABC method of inventory control, which items are typically given the tightest control?
- Sharma Tools Ltd uses 18,000 units of a component a year. Ordering cost is Rs 200 per order and carrying cost is Rs 4 per unit per year. Wha…
- Kaveri Pumps uses 18,000 units of a component a year. Ordering cost is ₹200 per order and carrying cost is ₹16 per unit per year. What is th…
- Which of the following is a carrying (holding) cost of inventory rather than an ordering cost?
- Tulsi Foods buys 7,200 units annually. Ordering cost is Rs 50 per order, carrying cost is 20% of purchase price. Price is Rs 10 per unit for…
Management of Inventory in other exams
The same ground in other exams, if you are preparing for more than one or want another angle on it.
Management of Inventory: frequently asked questions
Is Management of Inventory a numerical or theory chapter?
It is both. EOQ is the main numerical topic, while ABC, VED, FSN and JIT are mostly theory. Prepare the formula through practice and the techniques through short notes.
Which formula matters most in this chapter?
EOQ = √(2AO ÷ C) is the most important one. The stock level formulas are mainly Paper 4 material, so revise them as support for this chapter.
How should I handle MCQs from this chapter?
Check the units first, then compute only what the question asks. For theory MCQs, recall the basis of each technique. There is no negative marking, so attempt every MCQ.
How long does this chapter take to prepare?
It is one of the shorter chapters in the paper. A few focused sessions are usually enough if you practise numericals and revise the theory notes.