Answer: True
According to the law of demand, the demand for a good increases when its price falls. Thus, when a fruit or vegetable is in season, it is relatively less expensive than in off seasons. Thus, consumers buy more of these seasonal fruits in season. Thus, demand for the good increases when it becomes cheaper.
Thus, the statement is true.
Answer:
D. focus on adding unique features to her product that customers will value.
Explanation:
Differentiation strategy is the strategy that aims to distinguish a product or service, from other similar products, offered by the competitors in the market. It focuses on the development of a product or service, that is unique for the customers, in terms of product design, features, brand image, quality, or customer service.
The focus of competition in a differentiation strategy tends to be on unique product features, service, and new product launches, or on marketing and promotion rather than price. A differentiator would focus research and development on product features or packaging in order to add uniqueness.
Hence, Nendry should focus on adding unique features to her product that customers will value.
You just need to find time for both.
Answer:
$44.18
Explanation:
The price can be easily calculated by the simple formula,
Price of stock = Dividend / (rate of return - growth of dividend)
Hence,
Price of stock = 1.90 / (0.085 - 0.042)
Price of stock = $44.18.
Hope you understand this simple equation
Thanks buddy.
Answer:
$8,171.37
Explanation:
first we must find the value of their account before they start receiving the distributions, (i.e. how much money they need to have in 20 years):
present value = annual payments x annuity factor
- annual payments = $30,000
- annuity factor (PV, 4%, 10 periods) = 8.1109
present value = $30,000 x 8.1109 = $234,327
now we need to calcualte the annual contribution in order to have $234,327 in 20 years:
future value = annual payment x annuity factor
annual payment = future value / annuity factor
- future value = $234,327
- annuity factor (FV, 4%, 20 periods) = 29.778
annual payment = $234,327 / 29.778 = $8,171.37
