Answer:
Quantity demanded for balloons will increase.
Explanation:
According to the law of demand, there is an inverse relationship between the price of the commodity and the quantity demanded for that commodity.
This means that if there is an increase in the price of a good then as a result the quantity demanded for that good decreases and on the other hand if there is a fall in the price of a good then as a result the quantity demanded for that good increases.
Therefore,
Fall in the price of balloons will lead to increase the quantity demanded for balloons.
Answer:
June 10
Dr Inventory $7,100
Cr Accounts payable $7,100
June 11
Dr Inventory $350
Cr Cash $350
June 12
Dr Accounts payable $600
Cr Inventory $600
June 19
Dr Account payable $6,500
Cr Cash $6,240
Cr Inventory $260
Explanation:
Preparation of a separate journal entries for each transaction on the books of Blossom Company.
Books of Blossom Company
June 10
Dr Inventory $7,100
Cr Accounts payable $7,100
June 11
Dr Inventory $350
Cr Cash $350
June 12
Dr Accounts payable $600
Cr Inventory $600
June 19
Dr Account payable $6,500
($7,100-$600)
Cr Cash $6,240
($6,500-$260)
Cr Inventory $260
(4%*$6,500)
Answer:
The correct answer is B. If there are 10 plants producing the total domestic consumption of a product and each plant is operating at minimum efficient scale, then each plant accounts for 10 percent of domestic consumption.
Explanation:
It is understood that the total consumption of a product is 100% of it. Therefore, as long as there are 10 plants that, producing at a minimum efficiency scale on an equal basis, cover this total consumption, the percentage of consumption that each plant produces will be 10%.
This is so because 100/10 = 10, provided that it is considered that the production is carried out equitably between each of the production plants.
Answer:
Option C is correct one.
expected return of 38 percent; standard deviation of 38 percent
Explanation:
Expected return of 38 % and Standard deviation of 38%. this will be optimum return and not an efficient frontier.