Answer:
This is an example of how technological forces are applied to industry.
Explanation:
This here is a clear example of how an industry can enjoy benefits of technological up gradation and also goes on to show how we can apply such technological up gradations to a particular industry.
The example given in the question of such an ink which can print circuitry, is a huge game changer in the industry as the cost of radio frequency tag would be driven down , giving the chance to the firms in the industry to book more profit than before.
Answer:
The present value of the future cash inflows from this investment is $19,740
Explanation:
Profitability Index is a useful tool for ranking project because we can know the amount/ value created by per unit of investment.
Profitability Index = Present value of future cash flow/ Initial Investment
↔ 0.329 = Present value of future cash inflow/ $60,000
↔ Present value of future cash inflow = 0.329 * $60,000 =$19,740
Answer:
C) Company 1 sold their bonds at 94 and redeemed them at 106.
Explanation:
The face value of bond issued in 4 companies are same, then it's clearly that the company 1 will have the lowest carrying value on their bonds because they sold at lowest price but buy back (redeem) at highest prices.
The crowding-out effect implies that restrictive fiscal policy will reduce real interest rates.
<u>Option: D</u>
<u>Explanation:</u>
The crowding out effect is the circumstances where greater interest rates consequences gives output of a decline in private investment expenditure so as to dampen the initial rise in overall investment expenditure. Authorities often embraces a restrictive fiscal-policy approach and raises spending to stimulate economic activity. This contributes to interest-rate rises. Higher interest rates have a impact on private investment choices. A high magnitude of the crowding-out impact can also result in lower economic revenue.
Answer:
$3,402
Explanation:
We are to calculate the future value of the annuity
The formula for calculating future value = A x (B / r)
B = [(1 + r)^n] - 1
R = interest rate
N = number of years
(1.10)² - 1 = 0.21
$1,620 x( 0.21 / 0.1) = $3,402