Answer:
(D) $ 4,950
Explanation:
The computation is shown below
As We know that
Ending work in process inventory = Opening work in process inventory + total manufacturing cost - cost of goods manufactured
where,
Total manufacturing cost = Direct materials used + direct labor cost + manufacturing overhead cost
= $10,000 + $25,800 + $19,200
= $55,000
So, the opening work in process inventory would be
$11,200 = Opening work in process + $55,000 - $48,750
So, the opening work in process is
= $4,950
Answer:
Suppose that you purchased a conventional call option on growth in Non-Farm Payrolls (NFP) with an exercise price of 210,500 jobs. The NFP conventional contract pays out $85 for every job created in excess of the exercise price. a. What is the value of the option if job growth is 193,500.
The value of the option if job growth is 193,500 is $0.
Explanation:
Since the job growth of 193,500 is less than the exercise price of 210,500 jobs, the value of the option on the contract in the given question is Zero.
Therefore, the value of the option if job growth is 193,500 is $0.
Answer:
A) sample size = 23.475 ≈ 23
B) How to tell someone to do the test is by taking a sampling process of a lot of the products because this will help to figure out defective units in the line of production and also ensure that the quality of the products are up to the same quality required
Explanation:
Data given
AQL = 20%, = 0.2
LTPD = 52% = 0.52
Assuming consumer risk acceptable by company = 10%
producer risk = 5%
A) First we calculate the ratio
= LTPD / AQL = 0.52 / 0.2 = 2.6
from the table of LTPD/AQL 2.6 is closest to 2.768
to calculate the sample size we apply the formula from the exhibit table
n ( AQL ) = 4.695
Therefore n ( sample size ) = 4.695 / 0.2 = 23.475
B) How to tell someone to do the test is by taking a sampling process of a lot of the products because this will help to figure out defective units in the line of production and also ensure that the quality of the products are up to the same quality required
The second answer is correct hope that helps
