Answer:
The correct answer is letter "D": nominal interest rate; hold.
Explanation:
The demand of money refers to the amount of money people prefer to hold in cash instead of investment vehicles or assets. The demand for money is proportional to individuals' income and the interest rate. According to this approach, when the interest rates are higher, people prefer to invest. When interest rates fall, people prefer to hold cash.
Therefore, <em>the demand for money explains the relationship between the quantity of real money demanded and the nominal interest rate that people prefer to keep, remaining the same all other factors that influence the amount of money.</em>
Answer:
D) Cash 45,540 Accounts receivable 45,540
Explanation:
The journal entry is shown below:
Cash A/c Dr $45,540
To Accounts receivable A/c $45,540
(Being cash is received in respect of goods sold)
The computation is shown below:
= Sold value of supplies - the sold value of supplies × discount percentage
= $46,000 - $46,000 × 1%
= $46,000 - $460
= $45,540
Since the net method is used so we debited the cash account and credited the account receivable account.
Answer:
Ten pounds of chicken to trade for at least <u>40</u> pounds of vegetables but not more than<u> 50</u> pounds of vegetables
Explanation:
Vegetables Chicken Trade Off Ratio
John 40 10 4:1 (40/10) or 1:0.25 (10/40)
George 25 5 5:1 (25/5) or 1:0.20 (5/25)
John has comparative advantage in Chicken and George has comparative advantage in Veggies because :
- John's chicken opportunity cost, in veggies < George (4<5). George's veggies opportunity cost, in chicken < John (0.20<0.25).
- George is more (5X) productive in veggies than chicken, than John (4X). John is less unproductive in chicken than veggies (1/4th), compared to George (1/5th).
So, John will sell Chicken to George & George will sell veggies to John. Gains from trade are when each get trade ratio better than their their own trade off ratio.
- It implies: John gets >' 4 pounds veggies per chicken pound' and George gets > '0.20 pound chicken per veggie pound'.
- Unitary method:- '1chicken : 4veggies' = '10chickens : 40veggies' and '0.20chicken : 1veggie' = '10chickens : 50 veggies' .
A
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