Answer:
The most the firm can spend to lease the new equipment without losing money=$75,000
Explanation:
The point at which the revenue in terms of sales equals the cost is the break-even point. This can be expressed as;
R=C
where;
R=revenue from sales
C=cost
And;
R=P×N
where;
R=revenue from sales
P=price per unit
N=number of units
In our case;
P=$7.5 per unit
N=10,000 units
replacing;
R=7.5×10,000=$75,000
Total revenue from sales=$75,000
C=p×n
where;
p=cost per unit
n=number of units
In our case;
p=$5
n=unknown
replacing;
C=5×n=5 n
At break-even point, R=C;
5 n=75,000
n=75,000/5=15,000
The break-even cost=5×15,000=$75,000
The most the firm can spend to lease the new equipment without losing money=$75,000
The product of 28 and 97 is 2716
Generally speaking, a
business message expressing negative news (reader will react negatively) should
be organized indirectly. The message should be delivered among other
information and should not stand out. This is only appropriate if it is
practical to deliver the message in this way (immediate action is not
required). A more positive message should be prominent in the communication and
expressed in a more direct way, since it is assumed that the reader will react
positively.
Answer:
Cost of capital = 12.40%
Explanation:
given data
cost of equity = 15.4 percent
pretax cost of debt = 8.9 percent
debt-equity ratio = 0.46
tax rate = 34 percent
to find out
What is the cost of capital for this project
solution
first we get Equity multiplier that is express as
Equity multiplier = 1 + debt-equity ratio ..................1
put here value
Equity multiplier = 1 + 0.46
Equity multiplier = 1.46
and
Weight of equity will be
Weight of equity =
....................2
put here value
Weight of equity = 
Weight of equity = 0.6849
and
Weight of Debt will be here
Weight of Debt = 1 - weight of equity ...........................3
put here value
Weight of Debt = 1 - 0.6849
Weight of Debt = 0.3151
so
Cost of capital will be here as
Cost of capital = Weight of Debt × pretax cost of debt × (1- tax rate ) + cost of equity × Weight of equity .....................4
put here value we get
Cost of capital = 0.3151 × 8.9% × (1 - 0.34) + 15.4% × 0.6849
Cost of capital = 12.40%