Answer:
Explanation:
A point on U=800 is (5, 16)
From BL:
400*F+100D =4000
400*5+100*16 =3600<4000
Therefore u = 800 affordable.
U= 1200
F = 1200/10D
If D = 20
F = 1200/200
=6
Now from BL:
400*6+100*20= 2400+2000=4400>4000
Not affordable.
Maximization:
L = 10DF+ʎ[100*D+400*F – 4000]
Differentiating wrt D and F:
dL/dD = 10F + ʎ*100
dL/dF = 10D +ʎ*400
equating to zero;
ʎ= -F/10
ʎ=-D/40
equating the two:
F/10=D/40
D = 4F
From BL:
400*F+100*D = 4000
400F+100*4F = 4000
800F = 4000
F = 5
D = 4*5=20
It is an Organizational management
Answer:
The amount of underapplied manufacturing overhead at the end of the year is $1200.
Explanation:
Total estimated $360,000/est
direct labour hours 45000 = $8x (Actual Dl hours) 47000
= $376,000
Actual Overhead worked = $377,200 - $376,000
= $1200 underapplied
Therefore, The amount of underapplied manufacturing overhead at the end of the year is $1200.
Answer:
Explanation:
Terminal or horizon date is a point in time where a company's dividend experiences a constant growth rate.
In this case, it is mentioned that non-constant growth rate of 20% will happen for first two years and thereafter, a constant rate of 5%; this means that
D1= 1.25(1.20) =1.5
D2 = 1.5 (1.20)= 1.8
Then starting at D3, there's a constant growth rate = 5% so,
D3 = 1.8 (1.05)= 1.89
D4 = 1.89(1.05)= 1.9845
D5 = 1.9845 (1.05) = 2.0837
.....and so on
Therefore, the horizon date would be at the end of the second year i.e. End of Year 2.
Answer:
b. $461,820
Explanation:
The computation of the amount reported in the balance sheet is shown below:
But before that we need to find out the amortization of discount which is
= Purchased value of bond × interest rate of return - face value of bond × interest rate
= $456,200 × 10% - $500,000 × 8%
= $45,620 - $40,000
= $5,620
Now the amount reported is
= Purchased value + discount amortization
= $456,200 + $5,620
= $461,820
Hence, the option b is correct