Answer:
Answer is B. Differentiation,cost leadership and response.
Explanation:
The accepted course of action, which was as a result of the estimate of the strategic situation.
So your down payment would be 70,000 (which is 350,000 X .2)
So you would be financing 280,000
Using the payment function
PV= 280,000
R= .036/12
N = 15*12= 180
Your payment would be: 2,015.45
Answer:
Economist Brown : Perfectly Inelastic (Vertical) Aggregate Supply
Economist Black : Perfectly Elastic (Horizontal) Aggregate Supply
Explanation:
Economy is at equilibrium where : Aggregate Demand = Aggregate Supply.
Aggregate Demand is downward sloping curve, as aggregate demand is inversely related with price. Increase in AD shifts the AD curve rightwards.
Aggregate Supply is usually upward sloping curve, as it is directly related to price. However, as per given special cases by Economists Black & Brown, it is as undermentioned :
- Black : AD increase (rightwards shift) increases only price if - Aggregate Supply is perfectly inelastic i.e non respondent to price & AS curve is vertical.
Real GDP is the total value of goods & services produced by an economy, valued at constant base prices. Increase in real GDP implies increase in production quantity.
- Brown : AD increase (rightwards shift) increases only Real GDP (quantity) if - Aggregate Supply is perfectly elastic (infinitely respondent to price, so prices constant) & AS curve is horizontal.
Answer:
Expected number of orders=31.6 orders per year
Explanation:
<em>The expected number of orders would be the Annual demand divided by the economic order quantity(EOQ).</em>
<em>The Economic Order Quantity (EOQ) is the order quantity that minimizes the balance of holding cost and ordering cost. At the EOQ, the holding cost is exactly the same as the ordering cost.</em>
It is calculated as follows:
EOQ = (2× Co D)/Ch)^(1/2)
Co- ordering cost Ch - holding cost, D- annual demand
EOQ = (2× 10 × 100000/2)^(1/2)= 3162.27 units
Number of orders = Annual Demand/EOQ
= 100,000/3,162.27= 31.62 orders
Expected number of orders=31.6 orders per year
