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Today, we'll discuss downtime costs associated with machinery. Can anyone tell me what they think downtime costs refers to?
Is it the cost incurred when machines are not working?
Exactly! Downtime costs can significantly affect your overall expenses. To calculate it, we take the equipment cost per hour and multiply it by the downtime percentage. For instance, if our equipment costs 900 rupees per hour and we have a downtime cost of 3%, how do we find the actual downtime cost?
We would multiply 900 by 3%?
Good job! That gives us 27 rupees per hour in the first year. Now, if our machine operates for 2000 hours a year, how much does that amount to annually?
54,000 rupees, right?
Correct! Always remember these calculations, as they are crucial in assessing machinery efficiency over time.
Let's summarize: we learned to calculate downtime costs and understand their significance—both in terms of raw numbers and strategic decision-making regarding machine use.
Next, let's discuss obsolescence costs. Who can tell me what this term means?
Is it the cost of keeping old machinery that is no longer efficient?
That's right! As machinery ages, it often requires more maintenance, and productivity decreases. For our calculations, we can express it as a percentage of the equipment cost each year. Can anyone estimate the obsolescence cost if we use a rate of 5% on our 900 rupees/hour machine?
That would be 45 rupees per hour for obsolescence cost.
Exactly! And if we operate for 2000 hours a year, what does that translate to?
90,000 rupees per year, right?
Yes! Keeping track of these costs over time is essential for understanding when it's more practical to replace machinery. This brings us to the concept of economic life.
To summarize, obsolescence costs reflect the financial burden of maintaining outdated machinery and how they can accumulate over time. Always consider both downtime and obsolescence in cost-effective decision-making.
Now let’s analyze cumulative costs. Why do you think it's crucial to assess cumulative costs rather than just annual costs?
Cumulative costs show the total impact over time, right?
Exactly! Over time, we can see trends emerge. Initially, our costs may be high, then drop before eventually rising again due to factors like increasing repair needs. Can anyone summarize how we would interpret the graph of cumulative costs?
The costs decrease until they reach a minimum point, which is the economic life, after which they start to increase again due to obsolescence and maintenance.
Great observation! The economic life of a machine is when cumulative costs are the lowest. This is the ideal time to replace the machine to minimize costs.
To recap, understanding cumulative costs allows us to determine the economic life of our machinery, guiding us on when to replace it for optimal cost efficiency.
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In this section, the impact of downtime and obsolescence costs on machine operation and maintenance is explored through calculations and cumulative analysis. It highlights the trends of different cost factors over time, demonstrating the significance of evaluating when it is economically beneficial to replace machinery.
This section delves into how various costs associated with machinery, specifically downtime costs and obsolescence costs, trend over the machine's lifespan. It starts with calculating the downtime cost per hour based on equipment costs and the number of operational hours in a year. By computing the cumulative downtime costs over the years, it reveals how these figures are essential for understanding the overall cost-effectiveness of machinery operation.
The productivity adjusted cumulative downtime cost per hour is introduced, acknowledging the impact of decreased productivity due to machine downtime. A specific example demonstrates how costs can increase as productivity needs to be restored following downtime.
Obsolescence costs, which result from using outdated machinery with declining productivity and the need for maintenance, are similarly calculated. The section emphasizes the importance of understanding both downtime and obsolescence costs to determine the economic life of the machine, which is characterized by the lowest cumulative cost per operating hour.
Throughout the section, cumulative cost trends are graphically represented, highlighting how initial costs are high but tend to decrease over time until a minimum point is reached. After this point, costs begin to rise again due to increasing maintenance and repair expenses. Ultimately, the decision regarding machine replacement hinges on identifying when these costs outweigh the benefits of continued operation.
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So, downtime cost per hour equal to 3% of your equipment cost. Equipment cost is nothing but 900 rupees per hour.
Downtime cost per hour = × (900) = 27 rupees per hour
Your machine is going to operate in a year for 2000 hours. So, what is your yearly downtime cost? Yearly downtime costs for the first year is,
Downtime cost per year = 27 × 2000 = 54,000 rupees.
To understand the downtime costs, we start by calculating the cost per hour for downtime. Given that downtime is calculated as a percentage of the equipment cost (3% here), we first find 3% of 900 rupees. This results in a downtime cost of 27 rupees per hour. Next, we calculate the yearly downtime cost by multiplying this hourly rate by the annual operating hours (2000 hours), leading to a total yearly downtime cost of 54,000 rupees for the first year.
Imagine if you were leasing a car. If you had to pay a small percentage every hour the car was out of commission due to repairs, you would want to calculate how much each hour of downtime would cost you annually. Here, the car is like the equipment, and when it's not functioning, you're losing money based on its downtime costs.
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Similarly, calculate the downtime costs, let us calculate for the second year, in the second year the downtime percentage is 6%. So, downtime cost is 6% of your equipment cost, equipment cost is 900 rupees per hour.
Downtime cost per hour = × (900) = 54 rupees per hour
Downtime cost per year = 54 × 2000 = 1,08,000 rupees.
Next, we calculate the downtime cost for the second year, where the downtime percentage has increased to 6%. We again find this percentage of the equipment cost: 6% of 900 rupees is 54 rupees per hour. Multiplying by the same annual operating hours of 2000, we reach a total downtime cost of 1,08,000 rupees for the second year.
Continuing with our car analogy, if the repairs on the car become more frequent and significant, leading to longer downtimes, we can compare the rising costs associated with each year of holding onto the vehicle. In this case, just as your car costs more in repairs as it ages, the machinery incurs greater downtime costs as it operates longer.
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So, 54,000 + 1,08,000 gives you 1,62,000, 1,62,000 + 1,62,000 gives you 3,24,000 for the third year. So, like that you keep on adding it you will get the cumulative cost.
Cumulative downtime costs are found by adding the downtime costs of each year. After calculating for the first and second years, we note 54,000 (first year) + 1,08,000 (second year) results in 1,62,000 rupees. This process continues as we add each year's downtime cost to the previous totals, so if the third year also has downtime, we would add that to reach a grand cumulative total.
Think of a savings account where you put away a set amount of money each year. Just as you add to your initial deposit every year to see how your savings grow, here you’re adding each year's downtime costs to see how they accumulate over time—all leading to an understanding of the total financial impact of holding aged equipment.
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Now, you have to account for the loss in productivity. So, the loss in productivity is also going to result in increase in the downtime cost of the machine. So, as we discussed earlier...
Loss in productivity can have a significant financial impact. When a machine experiences downtime for repairs or maintenance, efficiency decreases, potentially leading to increased operation hours needed to meet production goals. This scenario often means incurring additional costs to restore productivity, such as running extra shifts or employing more workers.
Imagine a school during exam season. If a teacher falls ill, classes can slow down—a form of productivity loss. To get back on track, the school might need to schedule extra classes or hire substitute teachers, which can cost more money. Similarly, when machinery is down, businesses can face similar challenges leading to added expenses.
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So, for the first year there is no change at all, but for the second year there is loss in productivity, 0.98. So, I want to say 40.5 is my cost per hour...
As losses in productivity are factored in, the costs to restore full productivity are calculated. This is done by dividing the class cost per hour by the productivity factor. For instance, if the cost is 40.5 and productivity is 0.98, the adjustment leads to a productivity adjusted cumulative cost of 41.33 rupees per hour for the first year and calculates similarly for subsequent years.
Let’s say you're a restaurant owner. If during peak hours, your staff can serve only 98% of customers due to slow kitchen equipment, the extra effort and possibly increased hours for your servers can be similar to the additional cost derived from lowering productivity, reflecting in your overall operation costs.
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Every year your obsolescence factor is increasing as machine is becoming more obsolete...
As machines age, their obsolescence cost increases due to wear and tear and the availability of better, more efficient equipment. This leads to increased maintenance needs and lower productivity. Calculating obsolescence costs involves determining how much more it costs to retain an older machine versus upgrading to newer models.
Think of an old smartphone that is slowly becoming outdated. While it still works, the battery loses efficiency, and newer models are available with better features. Retaining the old phone could incur higher repair costs, just as retaining old machinery can lead to costs for maintenance and inefficiencies.
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Now, let us summarize all the costs we have calculated so far...
Summarizing the costs provides a clear picture of how different types of costs (depreciation, maintenance, downtime, and obsolescence) change over the machine's lifespan. Notably, while some costs decrease with age (like depreciation), others, like maintenance, may increase, which can lead to a point where total costs start to rise again after a period of decrease.
Consider your monthly expenses over the years. At first, you might spend less as your lifestyle stabilizes, but over time, certain costs like repairs or new needs might start to increase. Understanding these patterns in your personal finances can help you decide when it’s time to make changes, just like with equipment management.
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So, the economic life means the period during which the cost associated with the machine is minimum...
The concept of economic life refers to the timeframe in which the cumulative costs associated with operating a machine are at their lowest. This often aligns with when it is most cost-effective to replace the machine before costs rise again due to increasing maintenance, downtime, and obsolescence.
When to replace your vehicle can be thought of similarly. After years of usage, there might be a sweet spot where the vehicle is still reliable and inexpensive to maintain, but if you keep it too long, the repairs could become exorbitantly high compared to the cost of a new vehicle. Understanding your economic life for machinery helps ensure optimal financial decisions.
Learn essential terms and foundational ideas that form the basis of the topic.
Key Concepts
Downtime Cost: The loss incurred due to machinery not being operational.
Obsolescence Cost: Increased costs associated with maintaining outdated machines.
Cumulative Cost: Total cost over time, reflecting both direct and indirect costs.
Economic Life: The period with the least cumulative cost per operating hour.
See how the concepts apply in real-world scenarios to understand their practical implications.
For a machine costing 900 rupees/hour, a downtime cost of 3% results in a downtime cost of 27 rupees/hour.
Calculating annual downtime costs for a machine operating 2000 hours a year gives a total of 54,000 rupees.
Use mnemonics, acronyms, or visual cues to help remember key information more easily.
When machines get old, watch their costs unfold; downtime and obsolescence, watch expenses take hold.
Imagine a factory with five machines. Each year, they save on costs until the fourth year, where the savings peak. But as they age, they require more repairs, and costs rise, warning us it's time to replace.
Remember D.O.C.E: Downtime, Obsolescence, Cumulative, Economic - the four main cost concepts to keep in mind.
Review key concepts with flashcards.
Review the Definitions for terms.
Term: Downtime Cost
Definition:
The cost incurred when machinery is not operational, typically expressed as a percentage of equipment costs.
Term: Obsolescence Cost
Definition:
The financial burden incurred from retaining old machinery that has decreased in productivity and requires more maintenance.
Term: Cumulative Cost
Definition:
The total cost accumulated over a period, incorporating both direct and indirect costs associated with machinery operation.
Term: Economic Life
Definition:
The optimal period during which the cumulative cost per operating hour of machinery is minimized, indicating the best time for replacement.