Answer:
The correct answer is E. respond quickly
Explanation:
Respond quickly is a great strategy to gain customers' fidelity.
Answer:
1. $100,000 and 25%
2. $137,200 and 34.3%
3. $150,000 and 27%
Explanation:
1. It does not expand
a. Net income= $100,000 (as given in the question)
b. Return on equity= (net income)/(shareholder’s equity)
Shareholder’s equity= $400,000
Thus return on equity= 100000/400000 = 0.25 or 25%
2. It expands and issue $160,000 in debt
a. Net income= $100000 + 50000 – 12800 (debt interest 8% of $160000)
= $137,200
b. Return on equity= (net income)/(shareholder’s equity)
= 137200/400000
=0.343 or 34.3%
3. It expands and raises equity of $160000
a. Net Income= $100000 + 50000
= $150000
b. Return on equity= (net income)/(shareholder’s equity)
= 150000/(400000 + 160000)
Where ($560,000) 400000 + 160000 is shareholder’s equity
= 0.27 or 27%
Answer:
Here answer to the first fill in the blank is money paid and answer for the second fill in the blank is overall sacrifice.
Explanation:
Here Eddie has perceived price as money paid for the purchase of his favorite beverage, he is ready to drive 30 miles for this beverage , just because he is saving a dollar on it, so from the Eddie's point view , driving 30 miles to get the beverage is worth it . But as per the most of the customers , Eddie is making an overall sacrifice by driving 30 miles to get the beverage , just because he is saving dollar on it, so from the most customers point of view , driving 30 miles is not worth it and a lot of sacrifice is being made.
Answer:
True
Explanation:
Plz mark brainliest thxxx :) hope it helps
Answer:
$800
$1,000
The quantity of money demanded decreases as the interest rate rises.
Explanation:
a
To calculate the opportunity cost on government bond at 8%, we use the following method
Opportunity Cost for 8% interest rate on Government Bonds
= (8/100)%× $10,000
= 0.08% ×$10,000
= $800
To calculate the opportunity cost government at bond on 10%, we use the following method
Opportunity Cost for 10% interest rate on Government Bonds
= (10/100)%× $10,000
= 0.1%×$10,000
= $1,000
b. The quantity of money demanded decreases as the interest rate rises.
