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Activity-Based Costing Exam Training

Exam questions on activity-based costing usually ask you to cost the same products two ways: with one plantwide overhead rate and with ABC. Comparing the answers shows which products were undercosted or overcosted. These notes give exam-focused practice on that skill.

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ABC vs traditional costing explained simply

Exam questions often ask you to cost products with one plantwide rate and then with ABC. Low-volume, complex products are usually undercosted by the plantwide rate. In the example, Product X costs $180 a unit under ABC (not $140) and Product Y $60 (not $70).

What this ABC exam lesson covers

  • How to cost products with a single plantwide overhead rate
  • How to cost the same products with activity-based costing
  • How to spot undercosted and overcosted products
  • Why low-volume, complex products often look cheaper than they are

Plantwide and activity rate formulas, explained

Plantwide overhead rate
Plantwide rate = Total overhead ÷ Total allocation base
Allocation base
one measure for all overhead, e.g. machine hours or direct labor hours
Activity rate
Activity rate = Cost pool total ÷ Total quantity of cost driver
Cost pool total
overhead cost of one activity
Cost driver
the measure of that activity, e.g. setups

How to compare ABC with traditional costing step by step (worked example)

Overhead is $120,000 for setups (60 setups) and $300,000 for machining (15,000 machine hours). Product X: 1,000 units, 40 setups, 5,000 hours. Product Y: 4,000 units, 20 setups, 10,000 hours. Compare overhead per unit under a machine-hour plantwide rate and under ABC.

  1. Plantwide rate = $420,000 ÷ 15,000 hours = $28 per hour.
  2. Traditional: X = 5,000 × $28 ÷ 1,000 = $140; Y = 10,000 × $28 ÷ 4,000 = $70 per unit.
  3. ABC rates: setups = $120,000 ÷ 60 = $2,000; machining = $300,000 ÷ 15,000 = $20 per hour.
  4. ABC: X = (40 × $2,000 + 5,000 × $20) ÷ 1,000 = $180 per unit.
  5. ABC: Y = (20 × $2,000 + 10,000 × $20) ÷ 4,000 = $60 per unit.

Answer: Under ABC, X costs $180 per unit (not $140) and Y costs $60 (not $70). The traditional rate undercosts low-volume X by $40 and overcosts high-volume Y by $10.

Traditional costing vs activity-based costing

Traditional (plantwide rate)Activity-based costing
RatesOne, usually labour or machine hoursOne per activity pool
Product X per unit$140$180
Product Y per unit$70$60
Total overhead$420,000$420,000
Best whenProducts use activities in similar waysProducts differ in complexity and volume

Harder ABC exam questions

Does ABC change total overhead?

No. X gets $180,000 and Y gets $240,000 under ABC, and $140,000 and $280,000 under the plantwide rate. Both add up to $420,000; only the split changes.

Why is low-volume X undercosted?

Setups cost the same whatever the batch size. X uses two-thirds of the setups but only a third of the machine hours, so a machine-hour rate hides most of its setup cost.

Common ABC exam questions

What is the difference between activity-based costing and traditional costing?

Traditional costing spreads all overhead with one rate based on a single measure like labor or machine hours. Activity-based costing splits overhead into activity pools, each with its own cost driver and rate, so products are charged for the activities they really use.

Which products are undercosted under traditional costing?

Usually low-volume, complex products that need lots of setups, inspections or special handling. A volume-based rate ignores those activities, so these products get too little overhead while high-volume, simple products get too much.

How do you solve an activity-based costing problem on an exam?

List each cost pool and its driver, compute an activity rate for each, multiply each rate by the driver quantity each product uses, add the pools up per product, then divide by units. If asked, repeat with a plantwide rate and compare.

Does activity-based costing change total overhead?

No. Total overhead stays the same under both methods. ABC only changes how that total is divided between products, which is why one product's cost goes up when another's goes down.