Answer:
A. Using the same format you would use if you were responding in writing
Explanation:
here the answer should be A that is
A. Using the same format you would use if you were responding in writing.
What this means is that, the response should be neutral and catered in a way that we would if we're writing the answer in order to allow a better, more neutral understanding of the process, unless otherwise stated.
Answer:
Ruby should go to college.
Explanation:
Ruby is currently 50 years old and earning $50,000 per year.
She would like to retire at 67.
She is thinking of going back to college, to complete a graduate degree.
After completing a graduate degree from the college she would earn $55,000.
The total cost of a graduate degree is $75,000.
Ruby still has 17 years to work and earn.
Her income will increase by $5,000 after college
The increase in income earned after college until retirement
= $5,000 
17
= $85,000
Since the increase in income is greater than the cost of going to college, Ruby should go to college.
I would think money,supply or demand?
Answer:
3000
1500
Explanation:
For each of the answers in this question I have added the formulas to solve them in the attachment below
1.
(45-39)*5*100
= 3000
2.
(45-39)-3 x5 x100
= $1500
Answer:
when the domestic money supply falls, the price level would eventually fall, keeping the interest rate constant.
Explanation:
Price can be defined as the amount of money that is required to be paid by a buyer (customer) to a seller (producer) in order to acquire goods and services.
In sales and marketing, pricing of products is considered to be an essential element of a business firm's marketing mix because place, promotion and product largely depends on it.
The flexible-price monetary model was developed by Frenkel and Mussa in 1976 and it states that the prices of goods are flexible while the purchasing power parity (PPP) is always constant.
Under a flexible-price monetary approach to the exchange rate when the domestic money supply falls, the price level would eventually fall, keeping the interest rate constant.
