Answer: 6.49%
Explanation:
The constant rate of growth where the company would break even will be calculated thus:
Initial investment = Net cash inflow / (14% - g)
759000 = 57,000/(0.14 - g)
where g = growth rate
759000 = 57,000/(0.14 - g)
Cross multiply
759000(0.14 - g) = 57000
106260 - 759000g = 57000
759000g = 106260 - 57000
759000g = 49260
g = 49260/759000.
g = 0.0649
g = 6.49%
In the given scenario, Rembrandt Cosmetics accomplished its substitution primarily through strategic planning of equivalence.
<h3>What is strategic planning?</h3>
When the differences between two different strategic plans are identical, with other things being constant, such a situation is called as a strategic planning of equivalence.
Hence, strategic planning holds true regarding the given situation.
Learn more about strategic planning here:
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<span>Answer:
On average, hotel guests who take elevators weigh about 150 lbs with a standard deviation of about 35 lbs. An engineer is designing a large elevator for a convention hotel, to lift 50 such people.</span>
Answer:
30.77%
Explanation:
Assume investment = $1
Assume mount after 24 months = $5
Number of quarters in 24 months = 24/4 = 6
Future value = P*(1+r)^n; Where P is payment, r is interest rate per period, n is number of periods
5000 = 1*(1+i)^6
1*(1+i) = 5^(1/6)
1+i = 1.30766048601
i = 1.30766048601 - 1
i = 0.30766048601
i = 30.77%
So, the rate of return per quarter being offered is 30.77%
Explanation:
a) A free market would allow the laws of demand and supply to flourish; prices of commodities will be set by manufacturers based on demand. However, Government regulations which interfere with the free market is going to result in feeling the pain of monopoly.
b) Indeed, the price mechanism when controlled by the government can result in efficient provision of public goods.
One such example of a public good ls PMS (premium motor spirit) used as petrol in most vehicles. Controlling the price of petrol by the government in most cases helps avoid excessive charges from petrol stations per pump price.