Answer:
The amount of paid-in capital $
Common stocks (22,000 x $2) 44,000
Preferred stocks (1,800 x $120) 216,000
Amount of paid-in capital 260,000
The correct answer is C
Explanation:
The amount of paid-in capital is the total of paid-in capital of common stocks and paid-in capital of preferred stocks. The paid-in capital of each stock is computed as number of stock multiplied by par value of each stock.
Answer:
Command
Explanation:
In the command economic model, the government determines the level of economic productions in the country. It decides what will be produced, its quantity, and the cost price. A central authority or the government owns all the factors of production.
The command economy is also the planned economy. The government plans and produces all goods and services. The private sector is not present in the command economy.
Question Completion:
Choose the correct answer below
(1) in-store customers appear to be middle aged, have higher annual income and live further distance away from a store
(2) in-store customers appear to be generally younger, have lower annual income and live near a store
(3) Online customers appear to be generally younger, have higher annual income and live further distance away from a store
(4) Online customers appear to be middle aged, have lower annual income and live near a store
Answer:
Zeitler's Department Stores
Online and In-store Customers:
According to the parallel coordinates plot, online customers are differentiated from in-store customers in the following ways:
(3) Online customers appear to be generally younger, have higher annual income and live further distance away from a store
Explanation:
Younger persons tend to embrace technology more than their older counterparts. Based on this, they also engage on online purchasing of goods and services instead of visiting the traditional brick-and-mortar stores. With online purchase, a customer is in better control because she can search for the best deals from any location.
Answer:
$1,015.96
Explanation:
The Price of the Bond (PV) can be calculated as follows :
Fv = $1,000
Pmt = ($1,000 × 8.04%) ÷ 2 = $40.20
n = 9 × 2 = 18
p/yr = 2
i = 7.79%
pv = ?
Using a financial calculator to input the values as shown above, the Price of the Bond (PV) is $1,015.96
