CMA Intermediate · Financial Management and Business Data Analytics
Management of Cash and Cash Equivalents for CMA Inter
Cash management is the planning and control of cash so a firm can pay its bills on time without holding idle money. You forecast inflows and outflows in a cash budget, shorten the cash cycle, use models like Baumol and Miller-Orr to set cash levels, and invest any surplus in safe, liquid instruments.
What this chapter covers
This chapter is about one question: how much cash should a business hold, and what should it do with the rest? Cash earns almost nothing, but running short can stop operations. So the chapter teaches you to forecast cash, speed up its flow, set a sensible balance, and park extra funds safely.
The chapter has a clear split. Cash Management Basics and the money market instruments are theory, good for short written answers and MCQs. The cash budget, operating cycle, Baumol model and Miller-Orr model are numerical. Most of your practice time should go to the numerical topics.
It connects directly to the rest of Paper 11. Working capital management uses the same operating cycle and cash cycle ideas. Short-term financing, receivables and inventory decisions all change the cash position. The cost-of-holding versus cost-of-shortage trade-off here also appears in other financial management decisions, so a firm grip on it helps elsewhere.
This chapter is worth your effort because it mixes easy theory marks with formula-based sums that follow a fixed pattern. A cash budget or an operating cycle calculation can be solved step by step, and you earn marks for each correct line even if the final figure slips. The Baumol and Miller-Orr formulas are short and predictable. Theory points on motives and money market instruments suit the 2-mark MCQs in Section A and short notes in the written section. Students who practise the numerical topics usually find this chapter more scoring than it first looks.
Management of Cash and Cash Equivalents: topics in the order to study them
- 1Cash Management Basics and Motives for Holding CashStart here to learn the vocabulary and the trade-off between liquidity and return that every later topic builds on.
- 2Cash Budget and Cash ForecastingThe cash budget is the main numerical tool of the chapter and shows how receipts, payments and financing needs fit together.
- 3Cash Cycle and Operating Cycle ManagementOnce you can forecast cash, you learn how the timing of inventory, receivables and payables drives the cash need.
- 4Cash Management Models (Baumol and Miller-Orr)These models need the idea of holding and transaction costs, which makes more sense after the budget and cycle topics.
- 5Investment of Surplus Cash and Money Market InstrumentsFinish with where surplus cash goes, a mostly theory topic that is easier once you know why surplus arises.
How to prepare Management of Cash and Cash Equivalents
Split your time between understanding the logic and drilling the numerical patterns. Aim to solve every sum from a blank page.
- Read the motives for holding cash (transaction, precautionary, speculative) and write one example of each in your own words.
- Practise cash budgets in a fixed layout: opening balance, receipts, payments, closing balance, then minimum balance and financing needed. Watch the timing of credit sales and purchases.
- Learn the operating cycle and cash cycle as simple timelines. Write the formulas once, then solve sums by computing each component separately before combining.
- Learn the Baumol and Miller-Orr formulas, note what each symbol means, and solve at least three sums of each model, checking the units of cost and interest.
- Make a one-page table of money market instruments with issuer, maturity, risk and liquidity, and revise it until you can recall it without looking.
- Attempt past MCQs and a full written question under time, showing every working line so you collect step marks.
- Finish with a review of errors from your practice and redo only the sums you got wrong.
Common mistakes in Management of Cash and Cash Equivalents
Including depreciation or other non-cash items in the cash budget.
Fix: Before adding any item, ask whether cash is received or paid in that month. If not, leave it out.
Placing credit sales receipts and purchase payments in the wrong month.
Fix: Write the lag next to each item and build a small schedule of collections and payments before the final budget.
Mixing up operating cycle and cash cycle.
Fix: Remember that the cash cycle is shorter because you subtract the payables period from the operating cycle.
Using inconsistent time units in the Baumol model.
Fix: Convert the cash requirement and interest rate to the same period before substituting into the formula.
Confusing the Miller-Orr return point and limits.
Fix: Compute the return point first, then set the upper limit from it, and draw a small diagram to check the order.
Writing money market instruments as a plain list without features.
Fix: For each instrument note who issues it, its usual maturity and its risk and liquidity so you can write a clear short note.
Last-day revision: Management of Cash and Cash Equivalents
- Three motives for holding cash: transaction, precautionary and speculative.
- Holding too much cash loses return; holding too little risks inability to pay.
- A cash budget shows receipts, payments, closing balance and any financing needed or surplus.
- Non-cash items like depreciation are left out of a cash budget.
- Operating cycle = inventory period + receivables period.
- Cash cycle = operating cycle − payables period.
- A shorter cash cycle means a lower cash need for the same sales.
- Baumol model treats cash like inventory and balances transaction cost against holding cost.
- Baumol assumes steady cash use and no cash receipts during the period.
- Miller-Orr model suits uneven cash flows and uses a lower limit, a return point and an upper limit.
- Money market instruments are short-term, liquid and low risk, such as treasury bills, commercial paper and certificates of deposit.
- Match the maturity of an investment with the date you will need the cash.
Management of Cash and Cash Equivalents practice questions
- Kaveri Industries buys a 91-day Treasury bill with face value ₹1,00,000 at ₹98,000 and holds it to maturity. Using a 365-day year, what is t…
- Ananya Textiles Ltd keeps a large cash balance mainly so that it can buy raw cotton at a discount when a supplier unexpectedly offers a bulk…
- Sundaram Traders expects credit sales of Rs 4,00,000 in March, Rs 5,00,000 in April and Rs 6,00,000 in May. Collections are 40% in the month…
- Sundaram Textiles expects a cash requirement of Rs 18,00,000 for the year, spread evenly. The cost per conversion of securities into cash is…
- Kaveri Ltd has an opening cash balance of Rs 50,000 for a month. Expected receipts are Rs 3,20,000 and payments are Rs 3,45,000, including R…
- Under the Baumol model applied to cash management, which action would reduce the optimal cash conversion size, i.e. the amount raised each t…
- In the Miller-Orr model, which change would widen the spread between the upper and lower control limits, other things equal?
- Under the Baumol model of cash management, which assumption is made about the firm's cash usage and the cost of converting securities into c…
Management of Cash and Cash Equivalents 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 Cash and Cash Equivalents: frequently asked questions
Is Management of Cash and Cash Equivalents mostly theory or numerical?
It is a mix. Motives for holding cash and money market instruments are theory, while the cash budget, operating cycle, Baumol and Miller-Orr models are numerical. Spend most of your practice time on the numerical topics.
Which topic should I study first in this chapter?
Start with the basics and motives for holding cash, then move to the cash budget. This order builds the logic first and the calculations after.
What is the difference between the operating cycle and the cash cycle?
The operating cycle is the time from buying inventory to collecting cash from customers. The cash cycle subtracts the period for which you delay paying suppliers. It shows how long your own cash is tied up.
Do I need to memorise both the Baumol and Miller-Orr formulas?
Yes, both are used for sums. Learn what each symbol stands for and practise a few problems so you can apply them correctly under exam pressure.