Budgeting & Forecasting
Variance Analysis
Variance analysis is the process of comparing actual results with budgeted or standard figures, calculating the differences (variances), and investigating their causes. It's a core budgetary-control and standard-costing tool that highlights where performance differed from plan so management can take corrective action.
Real-world example
The monthly report shows a $5,000 adverse labor variance, prompting an investigation into overtime use.
Flexible Budgets
The Budgeting Process
Variance Analysis
A favorable (F) variance improves profit relative to budget—actual revenue higher, or actual cost lower, than expected. An adverse (A, or unfavorable) variance worsens profit—actual revenue lower, or cost higher, than expected. The labels depend on the effect on profit, not simply whether actual is above or below budget.
Real-world example
Spending less than budget on materials is a favorable variance; paying a higher wage rate is adverse.
Flexible Budgets
The Budgeting Process
Variance Analysis
A standard cost is a predetermined, carefully estimated cost per unit for materials, labor, and overheads under efficient operating conditions. Standards are the benchmark against which actual costs are compared in variance analysis, and they underpin standard costing and budget preparation.
Real-world example
The standard cost of a product is set at 2 kg of material at $3 and 0.5 hours of labor at $12.
Variance Analysis
Types of Budgets
Variance Analysis
The total direct materials variance splits into the materials price variance—(standard price - actual price) x actual quantity purchased/used—and the materials usage (quantity) variance—(standard quantity for actual output - actual quantity) x standard price. Price reflects buying, usage reflects consumption efficiency.
Price = (SP - AP) x AQ. Usage = (SQ - AQ) x SP.
Real-world example
Buying cheaper material gives a favorable price variance; wasting material gives an adverse usage variance.
Variance Analysis
Flexible Budgets
Variance Analysis
The total direct labor variance splits into the labor rate variance—(standard rate - actual rate) x actual hours paid—and the labor efficiency variance—(standard hours for actual output - actual hours) x standard rate. Rate reflects wage levels; efficiency reflects productivity of the hours worked.
Rate = (SR - AR) x AH. Efficiency = (SH - AH) x SR.
Real-world example
Paying overtime premium causes an adverse rate variance; slow work causes an adverse efficiency variance.
Variance Analysis
Flexible Budgets
Variance Analysis
The total variable overhead variance splits into the variable overhead expenditure (spending) variance—the difference between actual variable overhead and the flexed budget for actual hours—and the variable overhead efficiency variance—(standard hours for output - actual hours) x standard variable overhead rate. Together they explain over/underspending on variable overhead.
Expenditure = Actual VOH - (AH x std VOH rate).
Efficiency = (SH - AH) x std VOH rate.
Real-world example
Excess machine hours drive an adverse variable-overhead efficiency variance mirroring the labor inefficiency.
Variance Analysis
Flexible Budgets
Variance Analysis
Under absorption costing the total fixed overhead variance splits into the expenditure variance (actual vs budgeted fixed overhead) and the volume variance (the effect of producing more/less than the budgeted volume on which absorption was based). The volume variance further splits into capacity and efficiency variances. Under marginal costing, only the expenditure variance applies.
Expenditure = Budgeted FOH - Actual FOH.
Volume = (Actual output - Budgeted output) x std FOH rate.
Real-world example
Producing below budget under-absorbs fixed overhead, creating an adverse volume variance.
Variance Analysis
Flexible Budgets
Variance Analysis
The sales price variance is (actual price - standard price) x actual units sold, measuring the profit effect of selling above/below planned price. The sales volume variance is (actual units - budgeted units) x standard contribution (or standard profit), measuring the effect of selling a different quantity. Together they explain the revenue/contribution difference from plan.
Sales price = (AP - SP) x actual units.
Sales volume = (Actual units - Budget units) x std contribution.
Real-world example
Discounting to win volume shows an adverse price but favorable volume variance.
Variance Analysis
Flexible Budgets
Variance Analysis
What is the difference between the sales volume variance valued at contribution versus profit?
AdvancedUnder marginal costing, the sales volume variance is valued at standard contribution per unit (since fixed costs don't change with volume). Under absorption costing, it's valued at standard profit per unit (contribution less fixed overhead per unit). The choice reflects the costing system and affects the reported variance magnitude.
Real-world example
The same volume shortfall shows a larger adverse variance when valued at profit than at contribution.
Variance Analysis
Flexible Budgets
Variance Analysis
An operating statement starts from budgeted profit, applies the sales volume variance to reach the flexed-budget profit, then lists all cost and sales price variances (favorable adding, adverse subtracting) to arrive at actual profit. It provides a structured reconciliation showing exactly which variances caused the difference.
Budgeted profit +/- sales volume var -> flexed profit
+/- price/efficiency variances -> Actual profit.
Real-world example
The operating statement bridges from budgeted to actual profit, itemizing each variance's contribution.
Flexible Budgets
The Master Budget
Variance Analysis