Answer:
12.5%
Explanation:
A portfolio has $2,800 invested in stock A
$3,900 is invested in stock B
The expected return of stock A is 9%
= 9/100
= 0.09
The expected return of stock B is 15%
= 15/100
= 0.15
The first step is to calculate the total value
= $2,800+$3,900
= $6,700
Therefore, the expected return on the portfolio can be calculated as follows
= (2,800/6,700)×0.09 + (3,900/6,700)×0.15
= 0.4179×0.09 + 0.5820×0.15
= 0.03761 + 0.0873
= 0.1249×100
= 12.5%
Hence the expected return on the portfolio is 12.5%
The correct option from the given options is "<span>a promotional push strategy".
In the above situation, Mars Inc. utilized a promotional push strategy. Projects intended to influence the exchange to stock, merchandise, and advance a maker's items are a piece of a limited time push procedure. The objective of this technique is to push the item through the channels of appropriation by forcefully offering and elevating the thing to the affiliates, or exchange.
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Answer:
B) The law of demand
Explanation:
The law of demand states that the higher the price, the lower the quantity demanded and the lower the price, the higher the quantity demanded.
Opportunity cost is the cost of the next best option forgone when one alternative is chosen over other alternatives.
Ceteris paribus means all things being equal.
Says law says supply creates its own demand.
I hope my answer helps you
Answer:
The answer is C.
Explanation:
In financial market, it is the money that customers save that is available for loans. So customers supply money for loan into the financial market, and the demand for this money makes loan.
The financial markets help to save money for the future and to borrow money for current use.
Answer:
The Journal entries are as follows:
(i) On December 31,
No entry
(ii) On December 31,
Amortization expense A/c Dr. $16,000
To Patents A/c $16,000
(To record the amortization expenses)
Workings:
Amortization expense:
= (Purchasing cost of patent ÷ Estimated useful life) × Time period
= ($144,000 ÷ 6) × (8/12)
= $24,000 × (8/12)
= $16,000