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# EPEF005 Engineering Economy TP Assignment Sample Singapore

The EPEF005 Engineering Economy course is a great way to learn about financial analysis and decision-making within the engineering field. The course covers topics such as cash flow analysis, time value of money, depreciation, and cost estimation. If you’re looking to gain a better understanding of how to make financially sound decisions in your engineering career, then this course is for you!

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## Interpret Full Absorbed (Standard) Costing.

In order to interpret fully absorbed (standard) costing, it is important to first understand the different elements that make up this calculation. This includes understanding the fixed and variable costs associated with a particular product or service. Once you have a good understanding of these costs, you can then apply them to the absorption rate to determine the full absorbed cost for a given period. By doing so, you will be able to identify whether or not a company is making a profit on its products or services.

## Apply Break-even Analysis to the impact of changing costs.

Break-even analysis is a tool that can be used to assess the financial impact of changes in variables such as costs, prices, and volume. The break-even point is the level of activity at which total revenue equals total costs. In other words, it is the point at which a business makes no profit or loss.

To calculate the break-even point, fixed costs and variable costs must first be determined. Fixed costs are those costs that remain constant regardless of changes in volume, while variable costs fluctuate with changes in volume. Once these costs have been calculated, the break-even point can be determined by dividing total fixed cost by the difference between price and variable cost.

For example, if a company’s fixed cost is \$200 and its variable cost is \$10, then its break-even point would be 20 units (i.e., \$200/\$10 = 20). This means that the company would need to sell 20 units to cover its costs. If it sold fewer than 20 units, it would make a loss; if it sold more than 20 units, it would make a profit. The break-even point can be a useful tool for decision-making, as it can help businesses to assess the financial impact of changes in costs, prices, and volume.

## Interpret Life-Cycle cost, the concept of the time value of money, and the earning & purchasing power of money.

The life-cycle cost of a product is the total cost of ownership over its entire lifespan. This includes the initial purchase price, as well as any ongoing costs such as maintenance, repairs, and replacement parts. The time value of money is the idea that money today is worth more than money in the future, due to the possibility of earning interest on it. The earning power of money is the number of goods or services that can be purchased with a certain amount of money.

The purchasing power of money is the number of goods or services that can be bought with a certain amount of money. Together, these concepts help to explain why it is important to consider the long-term costs of a product before making a purchase.

## Demonstrate the use of the Interest Formula for Economic Equivalence.

The Interest Formula for Economic Equivalence states that the present value of a future sum of money is equal to the future value multiplied by the present value factor. In other words, if you plan to save a certain amount of money for retirement, you need to multiply that amount by the present value factor in order to get the equivalent amount today.

The formula is as follows: PV = FV x PVF. The variables in the formula are as follows: PV = present value, FV = future value, and PVF = present value factor. To calculate the present value factor, you need to know the interest rate and the number of periods (years). The interest rate is important because it affects how much your money will grow over time. The higher the interest rate, the more your money will grow.

The number of periods (years) is important because it affects how long it will take for your money to grow. The longer the number of periods, the more your money will grow. For example, if you are saving for retirement and you plan to retire in 20 years, you would use 20 as the number of periods in the formula. The interest rate is typically given as a percentage, so if you are using an interest rate of 6%, you would enter 0.06 in the formula. To demonstrate, let’s say that you want to save \$100 for retirement.

Using the Interest Formula for Economic Equivalence, we can calculate the equivalent amount today: PV = \$100 x PVF PVF = 1/(1+0.06)^20 PVF = 0.000000526438 So, the equivalent amount today would be \$0.0526438. This means that if you were to invest \$0.0526438 today at 6% interest, you would have \$100 when you retire in 20 years.

## Demonstrate the application of the process for economic decision-making for different investment alternatives.

The process of economic decision-making is a well-defined step that can be followed in order to make investment decisions. The first step is to identify the problem or opportunity that is to be addressed. Then, the relevant information is gathered and analyzed in order to assess the situation. After that, options are generated and evaluated based on their potential return.

Finally, a decision is made and implementation begins. This process can be applied to any number of investment opportunities, from stocks and bonds to real estate and commodities. By following these steps, investors can make well-informed decisions that have the potential to yield a high return.

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