<span>When secondary research does not yield the result necessary to solve your problem, it will become necessary to complete primary research to accomplish the solution. This may be achieved through experimentation, measurement and analysis of new data to achieve a desired result.</span>
Answer:
Less; more; more.
Explanation:
Depreciation can be defined as a process in which the monetary or financial value with respect to an asset decrease or falls over time as a result of wear and tear.
This ultimately implies that, depreciation is a process which typically involves the general fall in the value of an asset such as currency, plant equipment or machinery etc over a specific period of time.
Basically, in a floating exchange rate system, a fall or decline in the value of a currency with respect to another currency is generally referred to as currency depreciation.
As the dollar price of a foreign currency (for example, dollars per yen) decreases, foreign goods will be less expensive, more foreign goods will be purchased, and more foreign currency will be demanded.
<em>Hence, if the currency of a foreign country is depreciating, this should stimulate import (more foreign goods will be purchased) because these foreign goods will become relatively less expensive as a result of a fall or decline in the currency and vice versa. </em>
Answer:e. 17.34%
Explanation:
Profit margin shows how the activities of a firm or business activity are profitable by taking into accounts costs involved in producing and selling goods.
it can be calculate in three ways using the Gross profit margin formulae, Net Profit Margin formulae or the Operating margin formulae
Given
net sales = $773,000
net income = $134,000
Total assets of $7,714,260
We will use the Operating margin formulae which is the ratio of the Operating income to Revenue multiplied by 100
Profit margin =Operating income ( Net Income )/Revenue ( Net Sales) x 100
Profit margin = $134,000/$773,000 x 100
=0.173 x 100
=17.335 rounded to 1`7.34%
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Explanation:
21
Answer:
Portfolio r = 0.161379 or 16.1379% rounded off to 16.1%
Option a is the correct answer
Explanation:
The expected return of a portfolio is the function of the weighted average of the individual stocks' returns that form up the portfolio. To calculate the expected rate of return of a two stock portfolio, we use the following formula,
Portfolio r = wA * rA + wB * rB
Where,
- w is the weight of each stock
- r is the return on each stock
Total investment in portfolio = 100 + 45 = 145
Portfolio r = 100/145 * 0.18 + 45/145 * 0.12
Portfolio r = 0.161379 or 16.1379% rounded off to 16.1%