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ivann1987 [24]
3 years ago
10

Stanford Rosenberg Computing wants to establish an assembly line for producing a new product, the Personal Digital Assistant (PD

A). The tasks, task times, and immediate predecessors for the tasks are as follows:
Task Time (sec) Immediate Predecessors
A 12 -
B 15 A
C 8 A
D 5 B,C
E 20 D

Rosenberg's goal is to produce 180 PDAs per hour.

a. What is the cycle time?
b. What is the theoretical minimum for the number of work-stations that Rosenberg can achieve in this assembly line?
c. What is the idle time?
Business
1 answer:
3241004551 [841]3 years ago
8 0

Answer:

Explanation:

a. cycle time = Total time available/ production rate required

cycle time = (60*60)/180 = 3600/180 = 20sec per unit

b. theoretical minimum for the number of work-stations that Rosenberg can achieve in this assembly line.

Total task time = 12+15+8+5+20 = 60

theoretical minimum for the number of work-stations = Total task time/cycle time

theoretical minimum for the number of work-stations = 60/20 = 3stations

c. idle time

standard hour for the job is calculated as

standard hours allowed for actual production = unit produced * labor time required

The question does not contain the required information to solve it. Information such standard hours is not given.

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3 years ago
A higher required reserve ratio​ _________ the value of the simple deposit multiplier.
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The answer to this question is decreases
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4 years ago
The Sisyphean Company has a bond outstanding with a face value of $ 5 comma 000 $5,000 that reaches maturity in 5 5 years. The b
lilavasa [31]

Answer: $5,219.59905

the price that the bond traded for would be closest to

$5,220 (rounded to whole number)

Explanation:

Using the price of bond formula below:

Price = C × 1 - [(1+r)^-n] /r + F/ (1+r)^n

C = coupon rate = 9.1% of face values ($5,000)

F= Face value(par value) = $5,000

n = number of years to maturity; 5

r = YTM (yield to maturity) = 8% = 0.08

Price = 455 × 1 - [(1+0.08)^-5]/0.08 + 5,000/(1+0.08)^5

Price = 455 × 1 - [(1.08)^-5]/0.08 + 5,000/(1.08)^5

Price= 455 × ( 1 - 0.680583197)/0.08 + 5,000 / 1.46932808

Price= 455 × (0.319416803)/0.08 + 3,402.91598

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3 years ago
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At the beginning of the year, Monroe Company estimates annual overhead costs to be $2400000 and that 300000 machine hours will b
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Answer:

Allocated MOH= $252,000

Explanation:

Giving the following information:

Estimated overhead= 240,000

Estimated machine hours= 300,000

Actual machine hours for the year were 315000 hours.

First, we need to calculate the estimated overhead rate:

Estimated manufacturing overhead rate= total estimated overhead costs for the period/ total amount of allocation base

Estimated manufacturing overhead rate=  240,000/300,000= $0.8 per machine hour

Now, we can allocate overhead:

Allocated MOH= Estimated manufacturing overhead rate* Actual amount of allocation base

Allocated MOH= 0.8*315,000= $252,000

3 0
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