Which of the following condition reduces the production cost of material per unit?
Producing more with the same inputs
The production cost per unit refers to the total cost incurred to produce one unit of a product. This cost includes direct materials, direct labor, and manufacturing overheads. Businesses aim to reduce the production cost per unit to increase profitability and competitive pricing.
Reducing the production cost per unit means getting more output for the same level of input costs or getting the same output for a lower level of input costs.
Let's examine how each provided condition impacts the production cost per unit:
While minimizing waste and eliminating idle time are crucial strategies that contribute to efficiency, they are often components of a broader effort to increase output from existing resources. The condition that most directly and fundamentally describes reducing the cost *per unit* by increasing efficiency is "Producing more with the same inputs". This phrase encapsulates the core idea of getting a higher volume of output from a fixed amount of resources and their associated costs.
Consider a simple example: If producing 100 units costs £1000, the cost per unit is £10. If, by improving efficiency and using the same £1000 worth of inputs, you can now produce 120 units, the cost per unit becomes $\frac{£1000}{120} \approx £8.33$. This reduction is achieved by producing more output from the same total input cost.
Therefore, producing more with the same inputs is the condition that explicitly reduces the production cost of material per unit by improving productivity.
___________ is also called line layout.
Which of the following is referred to as MRP II?
Which of the following is the input component(s) to Materials Requirement Planning (MRP) system?
Pallet is an example for which operating principle of material handling plan?
Which of the following is an output of Materials Requirement Planning (MRP)?