Answer:
Weighted average cost per unit = $10.10
Explanation:
We know,
Under weighted average unit cost, the cost for purchased inventory = Total inventory costs ÷ total inventory in units
Given,
Total inventory in units = 205 + 310 = 515 units
Total inventory costs = (205 units × $9.50) + (310 units × $10.50)
= $1,947.50 + $3,255 = $5,202.50
Therefore,
Weighted average cost per unit = $5,202.50 ÷ 515 units
Weighted average cost per unit = $10.10
Therefore, the company will use this cost per unit to determine cost of goods sold and ending inventory.
Answer:
B. giving loans
Explanation:
The reserve requirement system requires commercial banks to maintain a small fraction of their deposits as a reserve. Only a small percentage of the checkable deposits is required to be held in the banks as reserves. The reserves requirement fractions vary with the monetary policy in place.
The percentage of reserve requirement ranges from 3% to 10%. It would hardly get to 20%. The rest other bigger percentage ( over 80%) is available to be used to create loans.
Answer:
$50,400
Explanation:
To do this first start by multiplying .12 x 35,000. The answer should be $4,200. After this multiply 4,200 by 12 in order to get the amount of money earned over a 12 month period. This will give you $50,400.
Answer:Passive learning
Explanation:Passive learning can be described as students taking part in course elements that include solely the taking in of information. Examples of this include: reading, listing to a lecture, watching a video, and looking at pictures or PowerPoints. Students learn at the level by taking in the information presented.
It is the process used by an agent to learn the automaton representing the behavior of a different system when he has no control over the inputs supplied to an automaton. In this case the agent is a passive observer of the behavior of the system without interacting with it.
Answer:
1. T=19.5n+91.75, where n<70
2. T=15n+45, where n≥70
Explanation:
1. The first linear function can be expressed as;
Total cost of catering services=(Cost per person×number of people, n)+Service charge
where;
Total cost of catering services=T
Cost per person=$19.50
Number of people=n
Service charge=$91.75
Replacing;
T=(19.5×n)+91.75
T=19.5n+91.75
The first equation: T=19.5n+91.75, where n<70
2. The second linear function can be expressed as;
Total cost of catering services=(Cost per person×number of people, n)+Service charge
where;
Total cost of catering services=T
Cost per person=$15
Number of people=n
Service charge=$45
Replacing;
T=(15×n)+45
T=15n+45
The second equation: T=15n+45, where n≥70
