For Polaroid, the addition of the 3D pen to the U.S. market would be viewed as a <u>market development</u> strategy on product-market matrix.
<h3>What is a product-market matrix?</h3>
This refers to a business map that helps the Product Managers to map the strategic market growth of their products. This Matrix was named after Igor Ansoff, who was a a mathematician and business manager who published an essay outlining the matrix in the Harvard Business Review in 1957.
The 4 strategies of Ansoff Matrix (product-market matrix) includes:
- market penetration
- market development
- product development
- diversification.
In conclusion, the addition of the 3D pen to the U.S. market would be viewed as a market development strategy on product-market matrix.
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Answer:
Please consider the following explanation
Explanation:
a. EOQ = 560 units
b. 58800 units/560 units = 105 orders
c. EOQ/2 = 560/2 = 280 units (average inventory)
d. 105 orders × $4 ordering cost = $ 420
280 units × $1.50 carrying cost per unit = 420
Total costs = $840
Answer:
Letter A is correct.<em> Complementary product pricing.</em>
Explanation:
Organizations use the strategy of adopting a complementary product pricing to increase the total profit of a product group.
This strategy is used when the company sells products that are complementary, ie the use of one is complemented by the use of the other, so the company substantially decreases the price of a product, usually just to cover costs, and guarantees gains from a product with a high price and very high profit margin.
The benefits added to the complementary price of a product are market gain, competitors' entry barriers and retention and attraction of new consumers.
<u>Given:</u>
Elasticity of Demand = 2
Decrease in price = 1%
<u>To find:</u>
Change in quantity demanded
<u>Solution:</u>
The percentage change in quantity demanded is the mathematical product of the percentage change in price and elasticity of demand. This can be mathematically represented as,
Since, there is a decrease in price, the demand for the product will increase. Therefore, we can conclude that there will be 2% increase in quantity demanded
Answer:
8.53 years
Explanation:
Calculation for the duration of the bond
The first step is to calculate for Change in Bond Price
Change in Bond Price = -(30)/1,170
Change in Bond Price = -0.0256×100
Change in Bond Price =-2.56%
Second step is to find the Effective Duration
Effective duration = -0.0256/0.0030
Effective Duration = 8.53 years
Therefore the duration of this bond will be 8.53 years
