5.3.3 The impact of capacity utilization on unit costs

Cards (47)

  • What is capacity utilization defined as?
    Use of production capacity
  • The formula for capacity utilization is Output divided by maximum possible output, multiplied by 100%.
  • Higher capacity utilization generally leads to lower unit costs.
  • How do fixed costs per unit change with higher capacity utilization?
    Reduce
  • Fixed costs remain constant regardless of production volume.
  • Higher capacity utilization spreads fixed costs across more units, reducing the cost per unit.
  • What are the main effects of higher capacity utilization on variable costs?
    Economies of scale
  • Higher capacity utilization always leads to lower overall costs for a business.
  • Economies of scale occur when higher capacity utilization spreads fixed costs, leading to lower unit costs.
  • Why do fixed costs per unit decrease with higher capacity utilization?
    Spread across output
  • Variable costs per unit can decrease with higher capacity utilization due to bulk discounts.
  • Arrange the following steps in order to calculate capacity utilization:
    1️⃣ Determine actual output
    2️⃣ Determine maximum possible output
    3️⃣ Divide actual output by maximum possible output
    4️⃣ Multiply by 100%
  • What happens to the variable cost per car when production efficiency improves?
    Decreases from \$200 to \$190
  • Capacity utilization is calculated as Actual Output divided by Maximum Possible Output
  • Higher capacity utilization can lead to economies of scale in variable costs.
  • What is the variable cost per unit at 90% capacity utilization?
    \$190
  • Bulk discounts on materials contribute to lower variable costs per unit.
  • Capacity utilization is calculated as Actual Output divided by Maximum Possible Output.
  • Why does higher capacity utilization typically lead to lower unit costs?
    Fixed costs are spread
  • At 50% capacity utilization, the cost per cake is \$200 if fixed costs are \$100,000.
  • Higher capacity utilization always leads to lower unit costs.
  • Fixed costs remain constant regardless of output levels.
  • At 50% capacity utilization, the cost per unit is \$200 when fixed costs are \$100,000.
  • Steps to calculate capacity utilization:
    1️⃣ Determine actual output
    2️⃣ Determine maximum possible output
    3️⃣ Divide actual output by maximum output
    4️⃣ Multiply by 100%
  • What is the formula for capacity utilization?
    \text{Capacity Utilization} = \frac{\text{Actual Output}}{\text{Maximum Possible Output}} \times 100\%</latex>
  • Higher capacity utilization can lead to lower unit costs due to economies of scale.
  • At 50% capacity utilization, the cost per unit is \$200 when fixed costs are \$100,000.
  • Higher capacity utilization generally leads to lower unit costs because fixed costs are spread over a larger output.
  • Match the term with its effect on unit costs:
    Higher Capacity Utilization ↔️ Lower Unit Costs
    Bulk Discounts ↔️ Lower Variable Costs
    Fixed Costs ↔️ Constant Regardless of Output
  • What is the definition of capacity utilization?
    Extent of resource use
  • Higher capacity utilization leads to lower unit costs due to economies of scale.
  • At 50% capacity utilization, the cost per unit is \$200 when fixed costs are \$100,000.
  • Fixed costs remain constant regardless of production volume.
  • At 50% capacity utilization, the cost per unit is \$200 when fixed costs are \$100,000.
  • What is the relationship between higher capacity utilization and variable costs?
    Economies of scale
  • Higher capacity utilization can lead to economies of scale in variable costs.
  • Higher capacity utilization can lead to bulk discounts on raw materials, reducing variable costs.
  • Higher capacity utilization can lead to economies of scale in variable costs through bulk discounts on raw materials
  • Higher capacity utilization can lead to economies of scale in variable costs through optimized production processes
  • Higher capacity utilization always results in lower variable costs per unit