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Microlesson · 5-min read

Standard Costing — Fundamentals, Definitions and Comparison with Budgetary Control

# Standard Costing — Fundamentals

## Key Definitions

### Standard Cost

What cost should have been incurred — determined on a scientific basis.

FeatureStandard CostEstimated Cost
MeaningWhat cost should beWhat cost will be
BasisScientific determinationAdjustment of past figures to future changes
PurposeCost controlQuoting selling price for new products
SystemStandard costing systemHistorical cost system

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### Standard Costing

A method of costing that compares actual cost with standard cost.

Four Steps:

1. Fix realistic standard cost for each element (material, labour, overheads)

2. Compare actual cost with standard cost → compute variance

3. Analyse variances → find reasons for adverse variances

4. Management takes corrective action

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### Variance Analysis

The process of investigating variances:

1. Calculate the actual amount of each variance

2. Find the reasons behind unfavourable variances

3. Assign responsibility to the relevant department/person and take corrective action

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## Why Standard Costing is Preferred

1. Future cost prediction — Helps evaluate projects/orders for decision making

2. Target setting — Fixes cost targets; management monitors continuously and acts on deviations

3. Budgeting & performance evaluation — Enables setting of flexible budgets; traces responsible departments for adverse variances

4. Interim profit measurement & inventory valuation — Standard costs allow profitability statements to be prepared at any interim date

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## Standard Costing vs Budgetary Control

FeatureStandard CostingBudgetary Control
Basis of controlActual cost vs Standard cost of actual outputActual figures vs Budgeted figures (sales, production, capital)
ScopeNarrow — production costs onlyWide — all business operations (sales, capital, expenses)
FocusEach element of cost (detailed)Overall profitability & financial position
Accounts coveredCost accounts onlyFinancial accounts + Cost accounts
MethodDetailed variance analysis per cost elementControl of total revenues and expenses based on estimates

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## Key Principle

> "Calculation of variances in standard costing is not an end in itself, but a means to an end."

Variance analysis is useful only when management takes prompt and effective corrective action on the analysed variances. The value lies in the action taken, not the calculation itself.

Worked example

### Example 1

Standard vs Estimated Cost:

A company uses engineering studies, time-and-motion analysis, and material specification sheets to arrive at ₹120 as the standard cost per unit.

Another company reviews last year's actual cost of ₹115 and adjusts upward by 5% for expected price rises → estimated cost = ₹120.75.

Both arrive at similar figures, but the first uses Standard Cost (scientific; used for control), the second uses Estimated Cost (used for pricing new orders).

### Example 2

Standard Costing Process:

Standard material cost per unit = 2 kg × ₹50 = ₹100.

Actual: 2.2 kg used × ₹48 = ₹105.60 per unit.

Variance = 105.60 − 100 = ₹5.60 Adverse per unit.

Decompose:

  • Price variance (paid less per kg) = 2.2 × (50 − 48) = ₹4.40 Favourable
  • Usage variance (used more kg) = (2.2 − 2) × 50 = ₹10.00 Adverse

Management investigates usage — finds machine malfunction causing excess waste. Corrective action: machine repair.

⚠️ Common exam mistakes

  • Treating standard costing and budgetary control as the same — budgetary control is wider in scope (covers all functions); standard costing is narrower (production costs only)
  • Confusing standard cost with estimated cost — standard cost is scientifically determined for control; estimated cost is a rough forecast used for pricing
  • Treating variance calculation as the final goal — variances have no value unless corrective action is taken; 'means to an end' is a key examiner point
  • Applying standard costing to job-order industries — standard costing requires repetitive production; it is unsuitable for jobbing industries where each job is unique
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