Answer:
Monthly rent of $345 would maximize revenue
Explanation:
Revenue = Price * Quantity
Quantity depends on price. We need to work out the relationship between price and quantity (that is, the demand function)
When the rent is $420, quantity demanded is 90 units:
When P = 420 we have Q = 90
Let x be the change in price. For every 3 dollar increase (decrease) in price demanded quantity will decrease (increase) 1 unit:
P = 420 + x (a) we have Q = 90 - x/3 (b)
To find the relationship between P and Q we seek to eliminate x. 
Multiply both sides of (b) with 3 we have: 3Q = 270 - x (b')
From (a) and (b') we have: P + 3Q = 420 + x + 270 - x
=> P = 690 - 3Q 
Revenue R = P * Q = (690 - 3Q) * Q = 690Q - 3Q^2
To find maximum set derivative of R to 0:
dR = 690 - 6Q = 0
=> Q = 690/6 = 115
To lease 115 the price should be P = 690 - 3Q = 690 - 3*115 = 345
 
        
             
        
        
        
Answer:
7.98%
Explanation:
The Rate of Return (ROR) is the gain or loss of an investment over a period of time compared to the initial cost 
Starting year 2, Annual O&M cost in year N = Annual O&M cost in year (N - 1) + $750
Annual net benefit  = Annual revenue - Annual O&M cost
In year 10, Annual revenue ($) = 72,000 + 35,000 salvage value = 107,000
Rate of Return (ROR) of Annual net benefit is computed using Excel11 IRR function as follows.
Year (N)	Revenue ($)	Cost ($)	NAB ($)
0                                     4,50,000 -4,50,000
1               72,000	4,500	67,500
2               72,000	5,250	66,750
3               72,000	6,000	66,000
4               72,000	6,750	65,250
5               72,000	7,500	64,500
6               72,000	8,250	63,750
7               72,000	9,000	63,000
8               72,000	9,750	62,250
9               72,000	10,500	61,500
10              1,07,000	11,250	95,750
ROR of NAB =	7.98%
 
        
             
        
        
        
Answer: no because its not fair and it is not emplo do so much for people.
Explanation:
That sould give u the right answer 
 
        
                    
             
        
        
        
Answer:
0.12%
Explanation:
According to the given situation, the computation of E.U. emergency trust fund as a percentage of sub-Saharan GDP is shown below:-
E.U. emergency trust fund as a percentage of sub-Saharan GDP is 
= (Amount of Plans ÷ Real gross domestic product) × 100
= (2 billion ÷ 1.65 trillion) × 100
= 0.12%
Therefore for computing the E.U. emergency trust fund as a percentage of sub-Saharan GDP we simply applied the above formula.
 
        
             
        
        
        
Answer:
a)
Cost of debt (after tax) = 5.4%
Cost of preferred stock ( )  = 10.53%
)  = 10.53%
Cost of common stock ( ) = 16.18%
) = 16.18%
b)
WACC = 14%
c)
project 1 and project 2
Explanation:
Given that:
Debt rate ( ) = 9% = 0.09
) = 9% = 0.09
Tax rate (T) = 40% = 0.4
Dividend per share ( ) = $6
) = $6
Price per share ( ) = $57
) = $57
Common stock price ( )= $39
)= $39
Expected dividend ( ) = $4.75
) = $4.75
Growth rate (g) = 4% = 0.04
The target capital structure consists of 75% common stock ( ), 15% debt (
), 15% debt ( ), and 10% preferred stock  (
), and 10% preferred stock  ( )
)
a)
Cost of debt (after tax) =`
Cost of debt (after tax) = 5.4%
Cost of preferred stock ( ) =
) =  = 10.53%
 = 10.53%
 = 10.53%
 = 10.53%
Cost of common stock ( ) =
) =  
 
 = 16.18%
 = 16.18%
b)

WACC = 14%
c) Only projects with expected returns that exceed WACC will be accepted. Therefore only project 1 and project 2 would be accepted