Answer:
1.Predetermined overhead allocation rate = $2.10 per Machine Hour
2.Overhead allocated = $10,605
Explanation:
1. Predetermined overhead allocation rate
using
Estimated manufacturing overhead costs / Estimated Machine Hours = Predetermined overhead allocation rate
=<u>$9,450</u> / <u>4,500 Machine Hours</u> = $2.10 per machine hour
Therefore,
Predetermined overhead allocation rate = $2.10 per Machine Hour
2. Manufacturing overhead allocated during the year
Actual Machine Hours Used x Predetermined overhead allocation rate = Overhead allocated
<u>5,050 machine hours</u> x <u>$2.10 per Machine Hour </u>=<u> $10,605
</u>
Therefore,
Overhead allocated = $10,605
Answer:
q1 = 910
q2 = 910
Explanation:
Given:
Q = 2800 - 1000p
Marginal cost = $0.07 per unit
Q = 2800 - 1000p
![p = \frac{2800 - Q}{1000}](https://tex.z-dn.net/?f=p%20%3D%20%5Cfrac%7B2800%20-%20Q%7D%7B1000%7D)
![p = \frac{2800- q_1 - q_2}{1000}](https://tex.z-dn.net/?f=p%20%3D%20%5Cfrac%7B2800-%20q_1%20-%20q_2%7D%7B1000%7D)
Let's calculate profit of firm 1:
TR = p1 q1
MR = MC = 0.07
Cross multiplying:
2800 - 2q₁ - q₂ = 70
2800 - 2q₁ = 70 + q₂
2800 - 70 - 2q₁ = q₂
2730 - 2q₁ = q₂...............(1)
Let's calculate profit of firm 2:
TR = p₁ q₂
MR = MC = 0.07
Cross multiplying:
2800 - q₁ - 2q₂ = 70
2800 - 2q₂ = 70 + q₁
2800 - 70 - 2q₂ = q₁
2730 - 2q₂ = q₁................... (2)
Substitute 2730 - 2q₂ for q₁ in (1)...
Thus:
2730 - 2q₁ = q₂
2730 - 2(2730 - 2q₂) = q₂
2730 - 5460 + 4q₂ = q₂
-2730 + 4q₂ = q₂
-2730 = q₂ - 4q₂
-2730 = - 3q₂
q₂ = -2730/-3
q₂ = 910
Substituting 910 for q₂ in (2):
2730 - 2q₂ = q₁
2730 - 2(910)= q₁
2730 - 1820 = q₁
910 = q₁
q₁ = 910
The Cournot equilibrium quantities are: q₁= 910; and q₂ = 910
<span>I this case, the loan is still valid and at that point Mike would be responsible for finding a way to pay the loan back as agreed upon in the contract. This is called co-signing, when two parties both sign for a loan together. Both parties are responsible for the loan and even though David cannot be found, the loan must still be paid and Mike would be held responsible for this.</span>
Answer:
The payback period for the $90000 investment is 5 years.
Explanation:
Payback period=Initial outlay/Annual net cash flow
This requires that the initial capital investment must be established,which is $90000
However, the investment gives expected incremental cash inflows of $50000 as well as outflows of $32000, as a result , annual net cash flow is $18000($50000-$32000)
In other words,payback period is $90000/$18000=5 years
The payback refers to number of years it takes the initial investment to be recouped.This means that any net cash inflows after 5 years are the project's return.
Answer: A. a decrease in the price level
Explanation: