Answer:
The Implementation Phase
Explanation:
A marketing plan refers to a a future course of action relating to marketing tactics a firm is planning to employ and specifies the goals and objectives which are to be achieved. It provides direction and guides marketing efforts in a single direction i.e towards attainment of marketing objectives.
A strategic marketing plan is an in-depth marketing plan which specifies the long term marketing strategies, the markets in which the firm shall compete, the target customers and the means to attain marketing goals.
Such a plan incorporates the following phases:
- Analysis : It means situational analyses and assessing organizational strengths and weaknesses and matching them with environmental threats and opportunities.
- Planning: This involves conducting marketing research and product testing and also planning for the price, promotion and distribution of products.
- Implementation: It refers to putting the plans into action and placing the products in the market based upon the distribution channel and markets planned for in previous stages.
- Control: This refers to analyzing sales, profit margins and customer satisfaction. Measuring the deviations against figures as anticipated and making necessary modifications in the marketing strategy accordingly.
In the given case, the video game company had planned well w.r.t it's joint venture and strategy but failed to implement it effectively. This points to the company failing at the implementation phase of the strategic marketing process.
Answer:
a.$4
Explanation:
initial price of fish dinner per piece was= $10
no. of fish dinner sold = 5
total initial revenue= 5*10= $50
new price of fish dinner = $9
and now six fish dinners are sold
new revenue= 6*9= $54
therefore the marginal revenue from the sixth dinner sold= 54-50= $4
hence option a is correct
Answer:
Capital Expenditure during the year 40,706
Explanation:
opening assets = 218470
less: Depriciation for the year = (42822)
less: Disposal of assets = (6943)
less: Closin Assets = (209411)
Balancing figure additions = 40706
