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The statement," Financial markets are important for bringing equilibrium to the loanable funds market, but do not affect the efficient allocation of scarce resources in the long-run." is false.
<u>Explanation:</u>
Financial markets are important for bringing equilibrium to lonable funds and in the long run they affect the allocation efficiency of scare resources. They probably shift the scare resouces of the economy from savers to borrowers.
Financial market is an arena where trading of financial derivatives and securities occurs at lower transaction costs. The securities are namely bonds, stocks, etc.,
The role of financial markets are as follows,
- operation of modern economies
- provides the government/business entities access to capital
Answer: 75%
Explanation:
The probability that demand is less than or equal to the stocking level will be calculated thus:
Underage Cost (Cu) will be given as:
= 3 × Overage Cost(Co) = 3Co
Critical Ratio for seller is given as:
= Cu/(Co+Cu)
= 3Co/(Co + 3Co)
= 3Co / 4Co
= 75%
= 0.75
Therefore, the answer is 75%.
Answer:
b. variable interval
Explanation:
Schedules of reinforcement based on lapsed time are known as interval schedules. They are either fixed-interval or variable-interval schedules.
Variable-interval schedules provide reinforcement/reward after random time-interval. The interval of time is irregular but revolves around some average length of time. Reinforcement is therefore dispensed unevenly within a stated period.
Answer:
Cost of god transferred = $88,300.
Explanation:
The cost of job transferred out =
Opening WIP + direct material cost + direct labor cost + applied overhead - closing WIP
Cost of job transferred = 4,600 + 47,200+ 29,700 +15,900 - 9100
= 88,300.
Kindly note that closing inventory represents amount of manufacturing costs that has been incurred on production units but which are yet to be completed . <em>So to determine the cost of what has be completed and finished, we subtract the value of closing inventory from the total manufacturing cost incurred till date. </em>
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