Answer: product platform
Explanation: A product platform could be defined as a collection elements or specifications which may include design, pattern, formular, component or a certain technology adopted for building a certain product series. A product platform is aimed at increasing the speed and rate at which a certain product is produced, added flexibility in situations where little adjustment is required, cost effectiveness as it requures little upgrade in making new products and lessens developmental cost.
Answer:
The amount that has to be deposited today is $6205.63
Explanation:
The given parameters are;
The annual interest rate for the first 5 years = 4 percent
The annual interest rate for the next 4 years = 4.6 percent
The annual interest rate for the final 8 years = 5.3 percent
Let the amount deposited be X, we have;
X × (1 + 0.04)⁵ + X × (1 + 0.04)⁵×(1.046)⁴ + X × (1 + 0.04)⁵×(1.046)⁴ ×(1.053)⁸ = $30,250
X ((1.04)^5 + (1 + 0.04)^5×(1.046)^4 + (1 + 0.04)^5×(1.046)^4 ×(1.053)^8) = $30,250
X × 4.875 = $30,250
X = $30,250/$4.875 = $6205.63
The amount that has to be deposited today = $6205.63.
Answer:
Suppose a firm has been losing money and thus is not paying taxes, and this situation is expected to persist into the foreseeable future. In this case, the firm’s before-tax and after-tax costs of debt for purposes of calculating the WACC will both be equal to the interest rate on the firm’s currently outstanding debt, provided that debt was issued during the past 5 years.
A.5
B.12
C.10
D.20
The answer is C.10
Answer:
A. 0.684
Explanation:
A seasonal index refers to an index that is used to compare the value for a particular period with the average value of all periods.
The purpose of using a seasonal index is to show the relationship between the two values, and the degree to which the two values are different.
The seasonal index can be calculated as the latest value for a period divided by the average of all periods. Therefore, we have:
Seasonal index for July = Latest value for July / Average demand over all months = 130 / 190 = 0.684.
Therefore, he approximate seasonal index for July is 0.684.
