Answer:
The private savings as a share of the GDP must have declined.
Explanation:
according to the twin deficit hypothesis:
budget deficit = savings + trade deficit - investments
the government deficit as a share of GDP declined and investment as a share of GDP remained constant that means that the savings should decline.
When a firm's customers make investments in order to use its particular product or service, the customers incur switching costs if they purchase another firm's products or services instead. Therefore, the option B holds true.
<h3>What is the significance of switching costs?</h3>
The switching costs can be referred to or considered as the costs incurred by the customers of a product or a service when they use the alternatives or the competitive products available in the market, instead of the product they were using earlier.
Therefore, the option B holds true and states regarding the significance of the switching costs.
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When a firm's customers make investments in order to use its particular product or service, the customers incur which type of costs if they purchase another firm's products or services instead?
A. Acquisition costs
B. Switching costs
C. Alternative costs
D. Replacement costs
If the supply of cell phones increases, the price of cell phones will reduce and the quantity of cell phones would increase.
<h3>What is the impact of an increase in the price of cell phones?</h3>
When the market of a good is in equilibrium and the supply for a good increases, the supply curve would shift to the right while the demand curve remains unchanged.
At the new equilibrium of the supply curve and the demand curve, price would be lower and quantity would be higher.
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Answer:
annuity factor for 20% and 6 periods = 3.326
Explanation:
the IRR represents the discount rate at which a project's NPV = 0
NPV = initial outlay + PV of future cash flows
NPV = 0
initial outlay = -$831,500
PV of future cash flows = $831,500 = cash flow x annuity factor
annuity factor = $831,500 / $250,000 = 3.326
using an annuity table and looking for the annuity factors for 6 periods, we find that the annuity factor for 20% and 6 periods = 3.326.
So our IRR = 20%
