Explanation:
The ideal would be to create an advertising message that would bring value and engagement to the target audience that you want to reach, which in this case are young university students. Use more modern and informal communication, elements of youth culture, such as music, films and series, which add value to advertising to attract the desired audience.
It would also be important that advertising communication be carried out in colleges, through advertising on student radio or as a sponsor of sports games.
If the product is well aimed at meeting the needs of university students and has a positive response, in the future it can grow and be consumed by other students and thus become a product of value for young people.
Answer:
The answer is E. $24,000
Explanation:
Straight line depreciation method equals
Cost of asset - salvage value / number of years.
Cost of asset is $135,000
Salvage value is $15,000
Number of years is 5 years
$135,000 - $15,000/5 years
$120,000/5 years
=$24,000
Straight line method of depreciation has equal amount all through the year.
The first year through it end life.
Therefore, machines' first year depreciation under the straight-line method is $24,000
Answer:
C) policy uncertainty
Explanation:
- Policy uncertainty is the class of economic risks associated with the irregular economic policy of a particular country's government. Policy uncertainty discourages investment and increases the investment risk factor of the economy.
- This can come from the regime's volatile and unpredictable monetary or fiscal policy or unpredictable regulatory framework.
so correct answer is C) policy uncertainty
Answer:
The portfolio beta is 1.2
Explanation:
Portfolio Beta is the average bet of the all investments in portfolio. This beta is calculated on the basis of weightage of each investment in the portfolio.
Portfolio Beta = ( Beta of Stock Q x Weightage of Stock Q ) + ( Beta of Stock R x Weightage of Stock R ) + ( Beta of Stock S x Weightage of Stock S ) + ( Beta of Stock T x Weightage of Stock T )
Portfolio Beta = ( 0.69 x 25% ) + ( 1.76 x 20% ) + ( 1.61 x 20% ) + ( 1.02 x 35% )
Portfolio Beta = 0.1725 + 0.352 + 0.322 + 0.357 = 1.2035
