Answer:
8.20%
Explanation:
Debt equity ratio = 0.95
or
Debt = 0.95 × equity
Cost of equity, ke = 11% or 0.11
Pretax cost of debt, kd = 7% or 0.07
Tax rate = 24% or 0.24
Therefore;
WACC = {Weight of equity × ke } + {Weight of debt × kd × (1-Tax rate)}
It is to be noted that ;
Weight of equity = Equity ÷ (Debt + Equity)
= Equity ÷ ( 0.95×Equity + Equity)
=1 ÷ 1.95
=0.513
Also,
Weight of debt = Debt ÷ ( Debt + Equity)
=0.95 × Equity ÷ ( 0.95 × Equity + Equity)
= 0.95 ÷ 1.95
=0.487
Hence,
WACC = {0.513 × 0.11} + {0.487 × 0.07 × (1-0.24)}
= {0.05643} + {0.03409 × 0.76}
= 0.0823384
or
0.0823384 × 100%
=8.23384
=8.20%
Total overhead costs
3000000+1500000=4500000
Total direct labor hours
10000+15000=25000 hours
Predetermined oH rate
4500000÷25000=180
Overhead applied to regular
180×10000 h =1800000...answer
Answer:
$38.0 millions
Explanation:
Cash paid to suppliers of merchandise = Cost of Goods Sold + Increase in inventory - Increase in accounts payable
Therefore, we have:
Cash paid to suppliers of merchandise = $40.0 millions + $4.5 millions - $6.5 millions = $38.0 millions
Answer:
A. The crossover point in units is 9000 units
B. Alternate B or Proposal B should be chosen
Explanation:
a.
Let x be the number of units.
The profit equation for option 1 can be written as (20-11)x - 62000
The profit equation for option 2 can be written as (20-14)x - 35000
The crossover point is where both optons yield equal profit thus equation 1 = equation 2.
(20-11)x - 62000 = (20-14)x - 35000
9x - 62000 = 6x - 35000
9x - 6x = 62000 - 35000
3x = 27000
x = 27000 / 3
x = 9000 units
b.
At 8300units,
Profit from proposal A is = 9(8300) - 62000 = 12700
Profit from proposal B is = 6(8300) - 35000 = 14800
Thus option B is more profitable at this unit.
