<span>The slack can easily be explained as the difference between latest start (ls) and earliest start (es) of an activity.
As the above example, we can easily now calculate slack as the follow:
slack = LS - ES or LF - EF
So, the correct answer will be
LS - ES = 14 -12 = 2
or LF - EF = 20-18 = 2
So, the slack associated with this activity is 2.</span>
Answer:
3,825.2 labor hours
Explanation:
Learning rate (Unit 1 and unit 2):
= Labor hour required for 2nd unit ÷ Labor hour required for 1st unit
= 1,200 ÷ 2,000
= 0.60
Learning rate (Unit 2 and unit 3):
= Labor hour required for 3rd unit ÷ Labor hour required for 2nd unit
= 1,130 ÷ 1,200
= 0.94
Average of learning rates = (0.60 + 0.94 ) ÷ 2
= 0.77
As per learning curve calculator the value of 77% for 6 units = 4.0776
Cumulative time = Factor × Time of first unit
= 4.0776 × 2,000
= 8,155.2
Hence,
Time for next three units:
= Cumulative time - Sum of the time of first, second and third unit
= 8,155.2 - (2,000 + 1,200 + 1,130)
= 3,825.2 labor hours should Simpson plan for.
Answer:
The answer is false.
Explanation:
The $6,500 received for two seasons ticket is unearned revenue at September 1.
Unearned revenue have been received in advance but the customer has not enjoyed the service.
As the company enjoys this service monthly till the subscription finishes, revenue will be recognized and unearned revenue which is a liability in the balance sheet will reduce by the same value.
Two seasons ticket is 2 years(24 months).So what will be recognized monthly will be $270.83 ($6,500/24months)
September 1 through December 31 is 4 months.
So the adjusting entry at December 31 is 4 x $270.83
=$1,083.32
Answer:
Explanation:
1. Yes, these costs are accurately traced to each briefcase. Because these are variable cost and incurred upon per unit as per the product requirement and specification.
Check attachment for 2, 3 and 4.
For 3b. please provide the statements which are to checked.
Answer:
c. 67,757 errors per million opportunities
Explanation:
The computation of the errors per million opportunities is shown below:
= Customer complaints last week ÷ total guest stayed in that week × 1,000,000
= 29 customers ÷ 428 guests × 1,000,000
= 67,757 errors per million opportunities
Hence, the correct option is c.
We simply applied the above formula so that the correct value could come
And, the same is to be considered
