Answer:
47,000
Explanation:
Impairment Loss = Book Value − Fair Value
$180,500 − $133,500 = $47,000
Answer:
A.) 270 units (b.) Increase
Explanation:
Given the following :
Annual demand (A) = 2870
Working days = 205
Review period (P) = 16 working days
Lead time (L) = 2 working days
Standard deviation (σ) = 6 per working day
Service probability = 76%
Therefore, z = NORMSINV(0.76) = 0.71
Average demand (D) = 2870 / 205 = 14
Optimum target level, (S) is given by the relation:
D×(P+L) + z×σ×√(P+L)
14×(16+2) + 0.71×6×√(16+2)
(14×18) + 4.26 × √18
252 + 4.26*4.242
252 + 18.07
= 270.07 units = 270 units
B) If service probability increases to 97%, Z will automatically increase, hence a corresponding increase in the optimal target level.
It seems to be at least that the answer should be true !
Xmax = -44545.45 / -363.63 = 122.50
^ are there any options or you have to type in the answer?
Answer:
Rounded to next whole number:
N=3 kanban card sets
Explanation:
Given:
Number of gauges per hour=D=5 gauges per hour
Gauge cluster housing Transported=C=6
Hours for housing replenishment = T=2 hours
Safety Stock Percentage=P=40%
Find:
Number of kanban card sets needed=N=?
Solution:
Formula According to above mentioned Alphabets
Rounded to next whole number:
N=3 kanban card sets
