Answer:
96%
Explanation:
Value of the home: $412,000-Down Payment $16,480 = $395,520
Formula for LTV(Loan to Value Ratio): Loan Amount / Appraised Property Value
LTV: $395,520/$412,000 = 0.96 or 96%
Answer:
B.) Employer A will employ more capital than Employer B.
Explanation:
Answer:
2%
2.5%
1.67%
Explanation:
The yield can be computed using the yield formula which coupon payment divided by price.
The coupon payment=face value*coupon rate
face value is $1000
coupon rate is 2%
coupon payment=2%*$1000=$20
when price is $1000:
yield =$20/$1000=2%
when price is $800
yield=$20/$800=2.5%
when price is $1,200
yield =$20/$1,200=1.67%
In essence ,the lower the price the higher the yield as lower amount is invested in order to receive the same amount of annual coupon of $20
Answer:
Option A. Liable, because notice to Emmett is notice to Fridley.
Explanation:
The reason is that the principle is liable for the outcome of the Emmett actions in the principle's behalf. So it is clear that Fridley is liable. The agent have to work in the best interest of its principal which means that the failure to notify the additional tax liability to Fridley was part of agent's fiduciary duty. This means that the principle can sue its agent for the consequences of not placing the sufficient care to its principle.
The Fridley is also responsible because Emmett is acting as Fridley which means the notice to Emmett is actually notice to Fridley.
Answer:
The correct answer is higher than that for the Hungarian project.
Explanation:
The break-even point is defined as that point or level of sales in which the total income is equal to the total costs and, therefore, no accounting profit or loss is generated in the operation. It is a mechanism for determining the point at which sales will exactly cover total costs. The breakeven point is also known as the Cost-Volume-Profit ratio, and emphasizes the different factors that affect profit. The break-even point allows determining the minimum number of units that must be sold or the minimum value of sales to operate without losses. The analysis of the break-even point answers the question related to the decisions that must be made about the planning of the profits of a company or an investment project. In this regard, it is convenient to say that the study of any investment project must include the calculation of the sales levels (either in units or in pesos) that are required for reach operational balance.
