Answer:
$840
Explanation:
Data provided in the question:
Beginning inventory = 30 units @ $120 each
Purchases during the year:
Jan. 15: 34 units at $110
May 30: 61 units at $84
Oct. 20: 160 units at $60
Sales during the year totaled 271 units
Now,
Total inventory before selling = 30 + 34 + 61 + 160 = 285
Inventory left after selling 271 units = 285 - 271 = 14 units
Now,
Under the FIFO method, the units purchased first will be sold first
Therefore,
The price of units left inventory will the price of units purchased last i.e $60
Hence,
The cost of ending inventory = 14 × $60
= $840
Answer: $50,000
Explanation:
The maximum amount the insurance company will pay is $25,000 per person with a topmost of $50,000 per accident for all persons. Peradventure one is involved in an accident and someone is injured, your liability coverage is part of your automobile insurance and will pay for their injuries.
In the morning your shadow will point west and in the afternoon it will point east. If your shadow is long, it is near sunrise or sunset. Your shadow is shortest around noon
The Vatican's swiss guard wears a uniform inspired by famous renaissance painter Raphael.
<h3>Who is the Swiss guard?</h3>
Since 1506, the Swiss Guard has provided protection to the Pope and his home, and this has not been modified. These men also share a desire to learn more about the most recent developments and practices in personal security, as well as a sense of discovery on the international stage.
Raphael (1483-1520 CE) was a painter and architect from Italian background who is considered one of the greatest Renaissance artists. Raphael produced a large body of work in the medium of oil painting, including a large number of masterpieces.
Learn more about the swiss guards, here:
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Answer: $1573
Explanation:
The information given above can be processed further as follows:
Nper = 72
Rate = 7.3%/12 = 0.073/12 = 0.0060833 = 0.0061
PV = 91500
The formula to use will be:
= PV ÷ 1 - (1 - r)^-nper / r
= 91500 ÷ 1 - (1 0.0061)^-72 / 0.0061
= $1573
Therefore, monthly payments will be $1573