Answer:
The elasticity is about 1.43, and an increase in the price will cause hotels' total revenue to decrease
Explanation:
The formula of the midpoint for the variation of the quantity is
and for the price is
. With the variation of the price and the quantity the elasticity formula is ΔQ/ΔP. Replacing the elasticity is -1.43
The price elasticity of the demand is bigger than 1, that means that the demand is elastic, every increase of the price will cause a bigger decrease of the quantity, the revenue will drop because the increase of the price do not compansete the decrease of the quantity.
Answer:
value of ending inventory under variable production is $104375
Explanation:
given data
Variable production costs = $12.50 per unit
variable selling and administrative expenses = $3.50 per unit
Fixed manufacturing overhead totals = $41,000
Fixed selling and administration expenses total = $45,000
production = 4,500 units
sales = 3,850 units
to find out
the dollar value of the ending inventory under variable costing would be
solution
we find here ending inventory that is express as
ending inventory = production - sale
ending inventory = 4500 - 3850
ending inventory = 8350
so
variable production cost of 8350 units are
variable production cost = 8350 × $12.50
variable production cost = $104375
so value of ending inventory under variable production is $104375
Answer:
The investors should expect to 9.26% of Return.
Explanation:
The Dividend Discount Model for Constant Growth should be used here.
DDM = Current Price = Dividend of Year 1 / (Required Return - Growth Rate)
Dividend of Year 1 = 1.64 (1.03) = 1.6892.
Re-arrange the above model for Required Return and put values:
Required Return = (1.6892 / 27) + .03 = .0926 OR 9.26%.
Thanks!
Answer:
The inflation rate of return is 3.60%
Explanation:
As we know,
Inflation rate of return = {( 1 + nominal rate of return) ÷ ( 1+ real rate of return)} - 1
= {( 1 + 15%) ÷ (1+11%)} - 1
= (1.15) ÷ (1.11)} - 1
= 1.0360 - 1
= 0.360 or 3.60%
The inflation rate of return shows a relationship between the nominal rate of return and the real rate of return. We simply divide the nominal rate of return by real rate of return