Answer:
The total cost of Job 903 is $5,073.20
Explanation:
The computation of the total cost is shown below:
= Direct material used + Direct labor cost + overhead cost (Predetermined manufacturing overhead rate per direct labor hour × Direct labor hours used in Job 903)
= $3,200 + $1,092 + ($18.60 × 42 labor hours)
= $3,200 + $1,092 + $781.20
= $5,073.20
Answer:
The accumulated present value is $67,518.99.
Explanation:
Investment opportunities that require a series of payments of a fixed amount for a specific number of periods are known as annuities.
The Present Value of this annuity can be calculated as :
Fv = $0
n = 30
r = 4.2 %
Pmt = - $4,000
P/ yr = 1
Pv = ?
Using a financial calculator, the Present Value (PV) of the annuity is $67,518.9948 or $67,518.99.
Answer:
Job rotation
Explanation:
Job rotation means moving employees from one job to another so that they are trained to do multiple roles. This way, the tasks of each job stay the same and employees learn these basic tasks for each job they try. An example is a grocery store where the greeter is cross-trained to be a cashier, to collect carts from the parking lot, and to unload boxes onto the shelves.
Answer: Production is characterized by significant economies of scale is not an assumption of perfect competition (A)
Explanation:
A perfect competition is a form of market structure that has many buyers and may sellers. In a perfect competition, there is a free entry and exit for producers as there is no barrier.
Also, firms are price takers as no producer can influence the price of the goods in the market unlike in an imperfect competition which is a price maker as producers can influence price. Firms also sell identical products that are the same in quality, size etc.
In a perfect competition, production is not characterized by significant economies of scale. That is an assumption that can be found in monopoly.
Therefore, option A is the right answer.
Answer:
Explanation:
First, find the YTM of the bond using the following inputs on a financial calculator;
N = 15*2 = 30 semiannual payments
PV= -925
Semiannual coupon payment; PMT = (8%/2)*1000 = 40
FV = 1,000
then CPT I/Y = 4.458%
Annual rate = 4.458% *2 = 8.92%
Next, use the YTM above and change the time to maturity to (15-5 )= 10 years or 20 semiannuals. Therefore, the price at year 5 will be as follows;
N = 10*2 = 20
Semiannual coupon payment; PMT = 40
FV = 1,000
Semiannual rate; I/Y = 4.458%
then CPT PV = 940.206
The price at year 5 will be $940.21
