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Imagine you budgeted ₹10,00,000 for a month when you planned to produce 10,000 units — but you actually produced only 7,000 units. If you compare actual costs against that original ₹10,00,000 budget, the comparison is unfair and misleading. That's the exact problem a Flexible Budget solves.

A Flexible Budget (also called a Dynamic Budget) is a budget that automatically adjusts to the actual level of activity. Instead of locking in one output level, it prepares a series of budgets — or a formula — that tells you what costs should have been at whatever level you actually achieved. The core insight is simple: Fixed Costs don't change with output, but Variable Costs do. A flexible budget honours this reality; a Fixed (Static) Budget ignores it. Semi-variable costs are split into their fixed and variable components using methods like the High-Low method before plugging them in.

The real power of a flexible budget shows up in performance evaluation. At month-end, Rajesh & Co. Pvt. Ltd. produced 7,000 units instead of the budgeted 10,000. You flex the budget down to 7,000 units — recalculate what variable costs should be at that level, keep fixed costs the same — and then compare against actuals. The gap you get now is a genuine spending variance, not a fake volume-driven difference. This is asked frequently as a 4-mark or 8-mark question in Paper 4, either as a standalone flexible budget preparation or as the first step before computing variances.

The preparation steps are: (1) Classify all costs as Fixed, Variable, or Semi-variable. (2) Express variable costs as a cost per unit (or per machine hour / labour hour — whichever activity base is used). (3) For any given activity level, Budget Cost = Fixed Cost + (Variable Cost per unit × Actual Units). (4) Present budgets at multiple levels (say 70%, 100%, 120% of capacity) in a columnar format. The ICAI Study Material typically presents this as a table with activity levels across the top and cost heads down the side — practise that layout until it's second nature.

📊 Worked example

Example 1 — Prepare a Flexible Budget at 70% and 100% capacity

Given (Normal capacity = 10,000 units):

| Cost Head | Total at 100% |

|---|---|

| Direct Material | ₹2,00,000 |

| Direct Labour | ₹1,50,000 |

| Factory Overhead (Variable) | ₹80,000 |

| Rent (Fixed) | ₹40,000 |

| Depreciation (Fixed) | ₹30,000 |

| Supervisor Salary (Fixed) | ₹50,000 |

Step 1 — Identify Variable Cost per unit at 100% (10,000 units):

  • Direct Material: ₹2,00,000 ÷ 10,000 = ₹20 per unit
  • Direct Labour: ₹1,50,000 ÷ 10,000 = ₹15 per unit
  • Variable Overhead: ₹80,000 ÷ 10,000 = ₹8 per unit
  • Total Variable Cost per unit = ₹43

Step 2 — Units at 70% capacity: 10,000 × 70% = 7,000 units

Step 3 — Flexible Budget:

| Cost Head | 70% (7,000 units) | 100% (10,000 units) |

|---|---|---|

| Direct Material (₹20/u) | ₹1,40,000 | ₹2,00,000 |

| Direct Labour (₹15/u) | ₹1,05,000 | ₹1,50,000 |

| Variable Overhead (₹8/u) | ₹56,000 | ₹80,000 |

| Rent | ₹40,000 | ₹40,000 |

| Depreciation | ₹30,000 | ₹30,000 |

| Supervisor Salary | ₹50,000 | ₹50,000 |

| Total Budget Cost | ₹4,21,000 | ₹5,50,000 |

Final Answer: At 70% capacity, the budgeted cost is ₹4,21,000 (vs. ₹5,50,000 at 100%). Any comparison of actuals must be against ₹4,21,000, not ₹5,50,000.

---

Example 2 — Semi-variable cost using High-Low method

Ms. Iyer's factory shows power costs of ₹95,000 at 8,000 units and ₹75,000 at 4,000 units.

Variable element: (₹95,000 − ₹75,000) ÷ (8,000 − 4,000) = ₹20,000 ÷ 4,000 = ₹5 per unit

Fixed element: ₹75,000 − (4,000 × ₹5) = ₹75,000 − ₹20,000 = ₹55,000

Power cost at 6,000 units (75% capacity): ₹55,000 + (6,000 × ₹5) = ₹55,000 + ₹30,000 = ₹85,000

⚠️ Common exam mistakes

  • Students compare actuals to the original fixed budget instead of the flexed budget. Always flex the budget to actual output first — comparing actuals to the static budget produces a meaningless total variance that mixes volume effect with efficiency effect.
  • Treating semi-variable costs as fully variable or fully fixed. Split them using the High-Low method (or the method given in the question). Ignoring the fixed component causes your flexed budget to be wrong at every level.
  • Using capacity % instead of actual units when flexing variable costs. If actual output is 7,500 units, multiply variable cost per unit by 7,500 — not by 75%. These give the same answer only when normal capacity is exactly 10,000 units, which isn't always the case.
  • Forgetting to keep fixed costs constant across all activity levels. Rent and depreciation do NOT flex — a very common slip under exam pressure that costs easy marks.
  • Presenting a flexible budget as a single column. The ICAI format asks for multiple activity levels (e.g., 60%, 80%, 100%) in a side-by-side table. Submitting only one column will lose presentation marks in an 8-mark question.
📖 Reference: Flexible Budget — Institute of Chartered Accountants of India
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