Committed.
A committed facility is a credit facility whereby terms and conditions are clearly defined by the lending institution and imposed upon the borrowing company.
Answer:
The correct answer is letter "D": Class envy.
Explanation:
In behavioral economics, the endowment effect explains why an individual could give a higher value to an object that posses than giving a low value when the individual does not have it. The approach implies the object has symbolic importance for the individual while having it.
A good example of the endowment effect refers to a teacher that gives one of his classes' students mugs as gifts. The value of the students who received mugs was higher than the value of those who did not get one.
I guess the correct answer is the color of the decorations in the room
A group of researchers wanted to determine if people will eat more food in a room with red paint and red decorations than in a room that is decorated blue. Half the participants in this study ate in a red room and half ate in a blue room. The researchers then measured how much food was consumed in each of the two rooms. In this study, the independent variable was the color of the decorations in the room.
Answer:
M-commerce
Explanation:
Since in the given situation it is mentioned that Central Park Inc sells the women clothing and currently they shut down the physical store and they are operated now through app based. With this feature, anyone could access anywhere via using the mobile phones also at the same time the customer compared the prices
So this situation represent the mobile commerce or M -commerce as the people can access this from anywhere at any time, it is easy to use also it save the cost and time
Answer:
Explanation:
The $10,000 is the face value of the bond. Using a financial calculator, input the following to calculate the price at a year before maturity; i.e. at year 9;
Time to maturity; N = 10 - 9 = 1
Annual interest rate; I/Y = 9%
Annual coupon payment; PMT = 0
Face value of the bond; FV = 10,000
then compute present value ; CPT PV = $9,174.31
Therefore, you will pay less than $10,000 for the bond and the price would be as above $9,174.31