Answer:
(B) the macroeconomy
Explanation:
The condition of the macroeconomy would exert the most influence of a firm's decision to hire more workers. As economic growth increases and demand grows, the firm is likely to hire more workers to meet increasing demand for its goods. On the other hand, in an economic recession, the firm is likely to hire less and even lay off its existing workers as demand for its goods reduces.
Option A is incorrect as a firm would not hire more workers even at low wage levels if the economy is in a recession. Option C is incorrect as the level of a firm's income would likely not be considered in its hiring decision if demand for its goods was very high. Option D is incorrect as the household income would likely not be considered by the firm in its hiring decision.
Answer: (a) $295 million
(b) $326 million
Explanation:
Given that,
Sales = $900 million during 2016
Cash = $871 million
Cost of goods sold = $280 million
Expenses for the year totaled = $325 million
Paid for Inventory = $375 million
Paid for everything else = $285 million
Beginning cash = $115 million
(a) Net Income = Sales - Cost of goods sold - Expenses for the year totaled
= $900 - $280 - $325
= $295 million
(b) Carter's cash balance at the end of 2016:
= Cash + Beginning cash - Paid for Inventory - Paid for everything else
= $871 + $115 - $375 - $285
= $326 million
Answer: The correct answer is "differentiated".
Explanation: This approach is called <u>differentiated</u> marketing since the firm deals with studying each segment, that is, tourism, defense and commerce, and identifying their needs to make individual offers to each segment instead of making general offers for all segments equally.
Answer:
8%
Explanation:
Calculation to determine the stated annual rate of interest on the bonds
First step is to calculate Semi annual coupon rate
Semi annual coupon rate= 400 ÷ $10,000
Semi annual coupon rate= 4%
Now let determine the Annual rate of interest
Annual rate of interest= 4% × 2 (Semiannually)
Annual rate of interest= 8%
Therefore the stated annual rate of interest on the bonds is 8%
