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How does a business set cost targets and then explain why actual costs differed from them?

Calculate and interpret cost variances - direct material price and usage, direct labour rate and efficiency, variable and fixed overhead variances, and sales variances - and reconcile budgeted profit or cost to actual through a statement of variances.

A focused answer to the SQA Advanced Higher Accounting standard costing and variance analysis, covering the material price and usage variances, labour rate and efficiency variances, variable and fixed overhead variances, sales variances, and how variances reconcile budget to actual and are interpreted for control.

Generated by Claude Opus 4.814 min answer

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  1. What this dot point is asking
  2. Standard costing and the purpose of variances
  3. Material and labour variances
  4. Overhead and sales variances
  5. Interpreting variances
  6. Why this matters later
  7. Try this

What this dot point is asking

The SQA wants you to set standard costs (cost targets), compare them with actual results, and explain the differences as variances. You must compute the standard set of variances, label each adverse or favourable, and reconcile budgeted profit or cost to actual. The SQA provides a formulae sheet for the variance formulae in the exam, so the marks are for using them correctly and interpreting the result, not memorising them.

Standard costing and the purpose of variances

A standard cost is built from expected quantities and prices, agreed before the period. Comparing it with actual is a control tool.

The point is management by exception: rather than scrutinise every figure, managers focus on the variances large enough to matter, ask why they arose, and decide whether to act. A variance is only useful if it is interpreted, so always pair a figure with a possible cause.

Material and labour variances

These are the variances examined most often, and each total splits into a price (or rate) effect and a quantity (or efficiency) effect.

The rule that prevents sign errors is that a price or rate variance is valued at the actual quantity or hours, while a usage or efficiency variance is valued at the standard price or rate. When the bracket is positive the variance is favourable; when negative it is adverse.

Overhead and sales variances

Beyond material and labour, the SQA examines overhead and sales variances.

Variable overhead splits into an expenditure variance (the rate paid) and an efficiency variance (driven by the labour hours, like the labour efficiency variance). Fixed overhead has an expenditure variance (actual versus budgeted fixed cost) and, under absorption costing, a volume variance (because fixed overhead is absorbed on output, producing more or fewer units than budgeted over- or under-absorbs fixed cost). Sales variances compare actual with budget: a sales price variance (selling above or below standard price) and a sales volume variance (selling more or fewer units, valued at standard profit or contribution).

Interpreting variances

A figure is only half the answer; the SQA awards marks for plausible causes and for noting that variances can be linked. An adverse material price variance might be a supplier price rise or buying a higher grade; a favourable material usage variance might be that higher grade reducing waste. A favourable labour rate variance (cheaper, less skilled staff) can cause an adverse efficiency variance (they work slower). Recognising these interdependencies is what marks a strong answer.

Why this matters later

Variance analysis is the control half of management accounting, complementing the planning done in budgeting. The standard costs it relies on come from the costing methods, and the contribution figures used in sales volume variances connect to marginal costing. In a real business the variance report is what turns a budget into a management tool, which is why interpretation, not just calculation, is examined.

Try this

Q1. Standard price is GBP 6 per kg; actual quantity used is 2,000 kg at an actual price of GBP 5.70. Calculate the material price variance and label it. [3 marks]

  • Cue. (65.70)×2,000=+600(6 - 5.70) \times 2{,}000 = +600 favourable.

Q2. Standard hours for actual output are 900; actual hours are 950; standard rate is GBP 10. Calculate the labour efficiency variance and label it. [3 marks]

  • Cue. (900950)×10=500(900 - 950) \times 10 = -500 adverse.

Exam-style practice questions

Practice questions written in the style of SQA exam questions on this dot point, with worked answer explainers. The year tag is the paper they imitate, not the source.

AH style: material variances6 marksThe standard is 4 kg of material per unit at GBP 5 per kg. Actual production was 1,000 units, using 4,200 kg at a total cost of GBP 22,050. Calculate the material price variance and the material usage variance.
Show worked answer →

The actual price per kg is 22,0504,200=5.25\dfrac{22{,}050}{4{,}200} = 5.25. Material price variance is (standard priceactual price)×actual quantity=(55.25)×4,200=1,050(\text{standard price} - \text{actual price}) \times \text{actual quantity} = (5 - 5.25) \times 4{,}200 = -1{,}050, an adverse GBP 1,050 (3 marks).

Standard quantity for actual output is 1,000×4=4,0001{,}000 \times 4 = 4{,}000 kg. Material usage variance is (standard quantityactual quantity)×standard price=(4,0004,200)×5=1,000(\text{standard quantity} - \text{actual quantity}) \times \text{standard price} = (4{,}000 - 4{,}200) \times 5 = -1{,}000, an adverse GBP 1,000 (3 marks). Markers reward valuing the price variance at actual quantity, the usage variance at standard price, and labelling each adverse or favourable.

AH style: labour variances6 marksThe standard is 2 hours per unit at GBP 12 per hour. Actual output was 800 units. Actual labour was 1,540 hours costing GBP 19,250. Calculate the labour rate variance and the labour efficiency variance.
Show worked answer →

Actual rate is 19,2501,540=12.50\dfrac{19{,}250}{1{,}540} = 12.50. Labour rate variance is (1212.50)×1,540=770(12 - 12.50) \times 1{,}540 = -770, an adverse GBP 770 (3 marks).

Standard hours for actual output are 800×2=1,600800 \times 2 = 1{,}600. Labour efficiency variance is (1,6001,540)×12=+720(1{,}600 - 1{,}540) \times 12 = +720, a favourable GBP 720 because fewer hours than standard were used (3 marks). Markers reward valuing the rate variance at actual hours, the efficiency variance at the standard rate, and the correct favourable or adverse label.

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