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Let's begin with the concept of downtime cost per hour. This is calculated as a percentage of the equipment cost. Can anyone tell me how we compute this?
Is it 3% of the equipment cost?
Exactly! If our equipment cost is 900 rupees per hour, what would be the downtime cost for that hour?
I think it would be 27 rupees.
Right! So, we multiply this by the annual operational time to get yearly downtime costs. How many hours is that in our case?
2000 hours.
Well done! That leads us to a yearly downtime cost of 54,000 rupees for the first year.
Now let's move to the second year. Remember, downtime costs increased to 6%. How would we calculate it?
We still use the same equipment cost of 900 rupees, but calculate 6% of that.
Correct! What is that hourly downtime cost?
That's 54 rupees per hour.
Good job! And if we multiply that by 2000 hours, what do we get for yearly downtime costs?
That’s 1,08,000 rupees.
Perfect! Now let’s add our costs cumulatively. What would the cumulative downtime be at the end of the second year?
162,000 rupees.
Now let’s dive into obsolescence costs. Could anyone remind me what obsolescence cost entails?
It’s about the costs incurred by keeping old technology instead of upgrading.
Exactly! In the second year, what was our obsolescence cost per hour?
It was 45 rupees.
Right! And how do we compute the yearly obsolescence cost for that?
By multiplying 45 rupees by 2000 hours, it would be 90,000 rupees.
Exactly! Similar calculations need to be done for the third year.
Let’s look at the cumulative obsolescence cost. What would be the hourly rate at the end of the third year and why is this important?
It’s important because it helps in determining the effectiveness of keeping the machine longer.
Good point! So what’s our hourly rate in the third year?
It comes out to be 51 rupees.
Correct! And this signifies how maintaining old equipment can lead to increased costs over time.
Finally, what do we mean by economic life of the machine?
It’s the period where the machine’s costs per hour are minimized, indicating when to replace it.
Exactly! Why is this understanding crucial for business operations?
To avoid higher costs when the machine becomes less efficient.
Well summarized! Keeping track of these costs helps in effective management and planning for replacements.
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The section elaborates on the computations of downtime costs for machinery across three years, emphasizing the relationship between downtime costs, obsolescence costs, and increased productivity needs. It establishes cumulative costs per hour and identifies the economic life for optimal machine replacement.
In this section, we analyze the costs arising from machine downtime and obsolescence over a three-year period. The downtime cost is calculated as a percentage of equipment cost, where initial costs in the first year are noted at 27 rupees per hour, leading to an annual downtime cost of 54,000 rupees for 2000 operating hours. In the second year, this escalates due to an increase in downtime percentage to 6%, yielding 54 rupees per hour and an annual cost of 1,08,000 rupees. Further calculations reveal cumulative costs for three years.
The analysis then transitions to obsolescence costs, defined as the losses associated with using outdated equipment that underperforms compared to modern alternatives. It is crucial to identify that the economic life of a machine is where cumulative costs per operating hour are lowest, indicating optimal replacement timing. The obsolescence factor increases yearly and correlates with heightened maintenance costs and decreased productivity. The ultimate goal of this cost analysis is to define the economic life of machinery to optimize cost efficiency.
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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 = \(\frac{3}{100} imes (900) = 27\) 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 = \(27 \times 2000 = 54,000\) rupees.
This chunk explains how to calculate the downtime cost of the equipment. The downtime cost is derived from a percentage of the equipment's hourly cost. With an equipment cost of 900 rupees per hour, 3% is used to calculate a downtime cost of 27 rupees per hour. The total downtime cost in a year is then found by multiplying this hourly rate by the total operational hours in a year (2000 hours), resulting in a total of 54,000 rupees for downtime in the first year.
Think of it like a coffee shop. If the rent for the shop is 900 rupees per hour, then if for some reason they have to close for 3% of that time, they would have a loss of 27 rupees per hour. If the shop is open 2000 hours a year, then that would result in a total loss of 54,000 rupees due to the time it couldn't serve customers.
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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 = \(\frac{6}{100} \times (900) = 54\) rupees per hour.
Downtime cost per year = \(54 \times 2000 = 1,08,000\) rupees.
In the second year, the downtime percentage increases to 6%. This means the downtime cost per hour is now calculated at 54 rupees (6% of 900 rupees). The yearly downtime cost also increases accordingly to 1,08,000 rupees when this hourly cost is multiplied by 2000 hours of operation. Such calculations help in anticipating increased operational losses due to machine downtime.
Consider a delivery service. If their vehicle costs 900 rupees per hour to keep on the road, and they face downtime affecting 6% of their delivery time, they'd lose 54 rupees per hour. Over the year, that could add up to a substantial loss, akin to how a coffee shop might lose money when forced to close for repairs or issues.
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Now, you find the cumulative downtime cost. Everything is done on cumulative basis. So, find the cumulative downtime cost by adding it.
So, 54,000 + 1,08,000 gives you 1,62,000. For the third year, if you calculate this way, it will keep on adding up from the previous years. Yearly downtime costs for the third year would similarly be calculated.
This chunk focuses on calculating cumulative downtime costs over multiple years. The cumulative cost is obtained by adding the previous year's downtime costs together with the current year’s. For example, adding the first year's cost (54,000) and the second year's cost (1,08,000) gives a cumulative downtime cost of 1,62,000. This practice shows the total financial impact of maintaining and operating the equipment versus its performance over the years.
Imagine if you were keeping track of losses from two different businesses. Business A lost 54,000 rupees last year and Business B lost 1,08,000 this year. You would want to know their combined losses to understand how much money you're effectively losing overall. In equipment management, evaluating cumulative costs helps gauge long-term fiscal health.
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Cumulative cost, end of the first year = \(\frac{54,000}{2000} = 27\) rupees per hour. Similarly, for the second year, it is cumulative cost, end of the second year = \(\frac{1,08,000}{4000} = 40.5\) rupees per hour.
In this chunk, we divide the cumulative downtime costs by the cumulative number of operational hours. After the first year, the cost per hour is calculated to be 27 rupees, and at the end of the second year, it increases to 40.5 rupees. This indicates an increase in the cost burden per operational hour due to rising downtime, providing a clear view of expense escalation as operational demands change.
If we think of our coffee shop again, after the first year, their average loss is 27 rupees every hour they are open due to being shut down for repairs. In the second year, as their reliability worsens, the loss increases to 40.5 rupees per hour. Understanding these changes allows business owners to make informed decisions.
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Now, you have to account for the loss in productivity. So, as we discussed earlier the loss of productivity results in increase in the downtime cost of the machine.
Here, quite prominently, the discussion shifts to the concept of productivity loss associated with equipment downtimes. As machines malfunction or require repairs, productivity decreases, leading to higher overall costs. This situation complicates cost calculations and influences investment decisions surrounding machinery maintenance or replacement.
Think of a gardener who has a broken lawnmower. While trying to fix it, the gardener can't maintain the yard as efficiently. As downtime increases, the gardener is forced to hire help, leading to further expenses. This example illustrates the widening impact of productivity loss on financial outlay.
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So, every year your obsolescence factor is increasing as machine is becoming more obsolete. Here we are trying to calculate the cost increased resulting from retaining the old machine.
In this part, obsolescence costs are introduced as factors that increase with the age of the machinery. Obsolescence arises when older machines become less efficient than available newer models, leading to increased repairs, lower productivity, and potentially higher operational costs. Calculating these costs helps justify the expense of investing in new equipment.
Imagine an old smartphone that takes longer to operate apps compared to a new model. While you still use it, its inefficiency in processing slows down your tasks, potentially causing you to miss deadlines or perform poorly. Therefore, holding on to outdated technology incurs hidden costs that accumulate over time.
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So, the economic life means the period during which the cost associated with the machine is minimum, that is it, economic life. So, during the 4th year the cost is minimum. It is advisable to replace your machine at the end of the 4th year.
This chunk emphasizes understanding the 'economic life' of a machine, which is the period during which the machine incurs the least costs for its operation. As observed, costs typically drop to a minimum around the fourth year before escalating again. Recognizing when to replace a machine can save significant resources in the long run.
Consider a car that runs best in the first few years, but after the fourth year, frequent breakdowns require more repairs, leading to increased ownership costs. Just like assessing when to buy or sell a car, thinking about machinery replacement makes economic sense based on performance longevity.
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Key Concepts
Downtime Cost: The expense associated with lost productivity due to a machine being out of operation.
Obsolescence Cost: The cost incurred from retaining old machines that could perform better with new technology.
Cumulative Cost: Total costs gathered over consecutive years.
Economic Life: The period wherein the operational cost of a machine is at its lowest, pointing to the ideal time for replacement.
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For the first year, if a machine incurs 27 rupees per hour in downtime with an operational total of 2000 hours, the total downtime cost would sum to 54,000 rupees.
In the third year, monthly obsolescence coupled with increased operational hours could lead to cumulative costs of up to 216,000 rupees showing why timely replacement is essential.
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When the machine costs you dime, replace it on time, don’t let it mime.
There once was a machine who worked hard through its prime but as it aged, it struggled to climb. Soon, it became a burden, but with a new model’s arrival, productivity could thrive!
D.O.E. for downtime - Costs: Downtime costs, Obsolescence costs, Economic life.
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Review the Definitions for terms.
Term: Downtime Cost
Definition:
Expenses incurred due to the machine being out of operation.
Term: Obsolescence Cost
Definition:
Costs resulting from holding onto outdated machines that perform below capacity.
Term: Cumulative Cost
Definition:
The total costs aggregated over a period.
Term: Economic Life
Definition:
The optimal period for maintaining equipment before replacement becomes economically viable.