Answer:
The correct answer is letter "A": Costs and revenues in engineering decisions accrue over periods of years.
Explanation:
Engineering Economics is a field that allows managers to make decisions effectively thanks to the application of engineering techniques to economics. Those approaches are mainly associates with cost allocation determining if a company is assigning expenses efficiently at the point of being able to save money after conducting its operations given a determined period.
Answer:
Back-loaded
Explanation:
A back-loaded contract can be defined as a contractual arrangement between two or more parties, in which higher costs are levied or higher benefits are accrued to a project towards the end of its term (duration) as against lower costs or benefits at its beginning.
This ultimately implies that, a back-loaded contract allows lower wage adjustment in the first year with a consequent higher increase towards the end of a contract.
In this scenario, a 10 percent three-year wage increase is provided as a 2 percent increase in the first year, 3 percent in the second year, and 5 percent in the third year. This is an example of a back-loaded contract.
Answer:
30 months
Explanation:
expenses is 2000 and she wants to save for 6 months of them so 2000x6= 12000 10% of 4000 is 400 so we divide 400 into 12000 and get the awnser 30 months
Answer:
The answer is "Option c".
Explanation:
The Marginal external cost, owing only to the production of an extra unit of goods or services, is the cost changes for persons besides the producer or buyer of goods or services. In this, question the "option c" is right in, this regard because it needs a correction tax of less than $10 per unit of production.
Answer: $1,193,838.80
Explanation:
The price of a bond is the sum of the present value of the coupon payments and the face value at maturity.
= Present value of coupon payments + Present value of face value at maturity
First adjust the variables for semi-annual:
Number of periods = 5 * 2 = 10 semi annual periods
Coupon payment = 8% * 1,100,000 * 1/2 years = $44,000
Yield = 6% / 2 = 3%
Present value of coupon payments:
The coupon payments are constant so are an annuity:
= Annuity * Present value of an annuity factor, 10 periods, 3%
= 44,000 * 8.5302
= $375,328.80
Present value of face value
= 1,100,000 * Present value of 1, 3%, 10 periods
= 1,100,000 * 0.7441
= $818,510
Selling price:
= 375,328.80 + 818,510
= $1,193,838.80
