Answer:
1. The size of the economy as a whole grows as a result of free trade.
2. Consumers benefit from free trade.
3. Free trade can reduce cost of trading:
Explanation:
The three strongest arguments that you can offer to the Indian government about why the policy shift to freer trade is desirable for India are as follows:
1. The size of the economy as a whole grows as a result of free trade: It provides for more efficient production of goods and services. This is because it encourages goods and services to be created in areas with the finest natural resources, infrastructure, or skills and experience. It boosts productivity, which can lead to greater long-term wages. There is universal consensus that growing global trade has boosted economic growth in recent decades.
2. Consumers benefit from free trade: By removing barriers and promoting competition, it lowers prices. Quality and choice are likely to improve as a result of increased competition.
3. Free trade can reduce cost of trading: Non-tariff barriers can be reduced, resulting in less red tape and lower trading costs. Companies that deal in multiple nations might reduce their compliance expenses by working with a single set of laws. In principle, this will lower the cost of goods and services.
Income elasticity of demand measures the receptiveness of the quantity demanded for a good or service to a change in income.
It's calculated as the ratio of the percentage change in quantity demanded to the percentage change in income.
Explanation:
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<span>When you buy a bond, you're lending your money to a company or a government (the bond issuer) for a set period of time (the term). The term can be anywhere from a year or less to as long as 30 years. In return, the issuer pays you interest. On the date the bond becomes due (the maturity date), the issuer is supposed to pay back the face value of the bond to you in full.</span>
Answer:
Explanation:
1. Ticket location is the most important attributes in the overall purchase decision. It is with a 39.49% of the general choice weight.
2. Verily, the conjoint assessment results are important in choosing assessing decisions. Ticket cost contained 38% of the examination. From the data, we can conclude fans are increasingly loath to purchase $60 tickets. By joining this ticket cost with various characteristics with higher utility scores, we can deliver a group that will be impressively all the more addressing the fans. The proportionate should be conceivable with the other evaluating decisions to make various group offers .The Portland Trail Blazers' NBA foundation was in a terrible position. Fans were spilling out the door, and the players couldn't find the bushel. The gathering wore a 22-36 record and advance managers presently ran its home, the Rose Garden after its owners had proclaimed money related indebtedness. The gathering's guide had been ended for sure. The field had been a sellout just three years earlier, and the gathering had been dear by Portland. However, starting in the 2003 season, interest began to fall pointedly by more than 15 percent by 2005. In the midst of a comparative time, 42 of 70 indulgence suites sat void in the midst of the period. More Portland crowd individuals viewed the atmosphere by then Blazers' amusements.
3. Yes there could be more than one.
By looking at the conjoint assessment and other data open from the survey, I believe that the Portland Trail Blazers the officials should offer two unmistakable packs. One being either six or ten redirections for each group. Disregarding the way that organization lean towards the six preoccupation pack, giving fans the decisions to buy for ten diversions will empower the gathering to sell more tickets. Regarding seating, they should offer the mid 300 court seats, averaging between $40-50
Answer:
Correct option is B.
<u> The weight of debt for WACC purposes is 23.08%</u>
Explanation:
Amount of debt = 2 million x 0.90
= 1.80 million
Amount of equity = 2 million x 3
= 6 million
Weight of debt = amount of debt/ (amount of debt + amount of equity)
= 1.80 million / ( 6 million + 1.80 million)
=23.08%