THe firing pin strikes the primer. That comes first, the spark ignites the gun powder, the powder burns into a gas, the gas is shot out of the barrel
Answer: 16.8 hours
Explanation:
The throughput time will be calculated thus:
Inspection time = 0.5
Add: Process time = 2.6
Add: Move time = 2.2
Add: Queue time = 11.5
Throughput time = 16.8 hours
Therefore, the throughput time will be 16.8 hours.
Answer:
C. the period of time in which at least one factor of production is fixed.
Explanation:
- The short-run is a condition, were some controls and market are not in fair equilibrium, some factors like the variables and other that are foxed have limited entry or exit to the industry.
- In the macroeconomics a long run is a time when the general price, and contractual wage rates, along with the expectations are adjusted entirely to the states of the economy. and this contrast to the short-run where the variable is not fully fixed or adjusted.
- <u>The short-run for a firm will increase the production of the marginal costs is less than the marginal revenue. The transition from the short to the long-run market equilibrium may be done on considering the supply and demands.</u>
<u>Solution and Explanation:</u>
a) 51% of users of mobile phones use their phone at least once per hour,
It is a binomial distribution with n = 150, p = 0.51
mean = np = 150 multiply with 0.51 = 76.5
SD= sqrt(np(1-p) )= 6.1225
Since np and n(1-p) > 5, we can assume the distribution is normal.
B) please see the attached file.
c) It is a binomial distribution with n = 150, p = 0.02
mean = np = 150*0.02 = 3
SD= sqrt(np(1-p) )= 1.71464
Since np < 5, we cannot assume the distribution is normal.
Answer:
$16.9 per widget
Explanation:
Given that,
Beginning inventory = $2,500
Purchases = $156,000
Ending inventory = $38,200
Sales Revenue = $783,000
Selling and Administrative Expenses = $5,400
Total cost of the 7,100 widgets:
= Beginning inventory + Purchases - Ending inventory
= $2,500 + $156,000 - $38,200
= $120,300
Therefore,
Cost of one widget = Total cost of the 7,100 widgets ÷ Number of widgets
= $120,300 ÷ 7,100
= $16.9 per widget
