Answer:
using both industry attractiveness and business strength measurements in allocating resources and investment capital to a corporation's different businesses.
Explanation:
A nine-cell matrix can be defined as a strategic framework that provides a systematic approach used multi-business corporations to set priority on their investments among the different business units. Thus, it offers strategic implications of an investment by evaluating business portfolios, which are mainly based on business strength and market attractiveness.
Furthermore, the nine-cell industry attractiveness competitive strength matrix is a strategic framework adopted by individuals or managers in order to assist them in deciding which businesses should have low, average, and high priorities in deploying corporate resources.
Hence, the nine-cell attractiveness-strength matrix provides clear, strong logic for using both industry (market) attractiveness and business strength measurements in allocating corporate resources and investment capital to the different businesses owned by a corporation.
<u>Explanation:</u>
Remember, MTV is a cable TV company initially founded in the United States.
Political challenges:
There may be differences in administrative costs in each country of operations. For example, the manner and value of taxes paid in the USA may be different in another country like France.
Economic challenges:
The level of economic growth may affect the amount and number of people who spend on entertainment leading to a decline in revenue and an increased need for aggressive marketing campaigns.
Competitive challenges:
Each country may already have other cable TV companies that a percent of the market share and so this it becomes a challenge to compete with these domestic companies.
Answer:
Explanation:
a) Confidence index=Yield on top-rated corporate bonds/ Yield on intermediate-grade corporate bonds
This year=9.3%/11.8%=0.788
Last Year=9.8%/11.3%=0.8673
b) From the calculations we can see that confidence index is decreasing from 0.8673 to 0.788.
Answer:
10.02%
Explanation:
The computation of the WACC is shown below. The formula of WACC is shown below:
= (Weightage of debt × cost of debt) + (Weightage of preferred stock) × (cost of preferred stock) + (Weightage of common stock) × (cost of common stock)
= 27% × 7.6% × (1 - 0.40) + 9% × 5.9% + 64% × 12.9%
= 2.052% × (1 - 0.40) + 0.531% + 8.256%
= 10.02%
