Answer:
d. 10.6% higher
Explanation:
Given that;
Real GDP = $13.2 trillion
Nominal GDP = $14.6 trillion
GDP deflator = (Nominal GDP/Real GDP)× 100)
Hence,
GDP deflator = (14.6 / 13.2 ) × 100
GDP deflator = 110.6%
Thus,
= 110.6 - 100
= 10.6% higher
The level 2 topic would become the first level bullet item. (OPTION A)
Reason: The level 1 would become the slide titles and the level 2 would become the first level bullet items in the slide and the level 3 would become sub bullets or the second level bullet items and so on
So to conclude, the level 2 would become first level bullet item
Answer:
A) Price elasticity of demand = 8
B) PED is elastic
C) increase Danny's total revenue
Explanation:
we can calculate the price elasticity of demand using the formula:
PED = % change in quantity demanded / % change in price = [(300 - 100) / 100] / [(1.5 - 2) / 2] = (200 / 100) / (-0.5 / 2) = 2 / 0.25 = 8
if the PED is the same when the price decreases from $1 to $0.50, total revenue will :
- when price = $1.50, total revenue = $1.50 x 300 = $450
- when price = $1, total revenue = $1 x 1,100 = $1,100
*a 33.33% decrease in the price will cause a 266.6% increase (= 33.33% x 8) increase in the quantity demanded = 300 units + (300 x 266.6%) = 300 + 800 = 1,100 units
Answer:
Yield management pricing
Explanation:
Yield management pricing is the charging of different prices for a given set of capacity at a specific time in order to maximize revenue. This is based on the demand and supply in the market and is very common in industries such as airlines, hotels and resorts. When there is very high demand for airline seats, prices for them are high. However, if some of those passengers decided to refund their tickets, close to departure and the flight would be taking off soon, instead of flying with empty seats and no revenue from them, the airline would decide to sell these same seats at a cheaper rate in order to gain some revenue. This is a form of revenue maximization.
Answer:
$ 102,100
Explanation:
Based on the scenario been described in the question the incremental Analysis for replacement of old equipment:
Cost of New used lift
$ 190,500
Saving in Incremental Cost of Repair of old lift
$ (45,000)
Reduction in Annual operating expenses = $25,600 * 6 years
$ (153,600)
Annual Rent revenue from new used lift = $11,000*6 years
$ (66,000)
Sale price of old lift
$ (28,000)
Saving in Incremental Costs
$ (102,100)
Net income increase
$ 102,100
Hence, the net income shall increase by $102,100 if the old liftis replaced.