The compound amount recieved by Jamie after 180 days is $1,466,844.98
Explanation:
We know that money in any sort of banking account earns interests in a compounding manner.
Amount at the end of time “x” is given by A= P(1+R/100)
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Where A= amount after the said time period
P= Principal
R= Rate
x= time period
One must note that “x” and “R” must be in same time-frame i.e. if the rate is compounded daily, time period must be considered daily and so on.
Substituting the values of P as $ 3000, R as 3.5%, and x as 180
Amount after 180 days= 3000 (1+3.5/100)
¹⁸⁰
Amount= $1,466,844.98
Thus, the amount is $1,466,844.98
Answer:
Feb. 2021
Dr Gift Card Liability $20
Cr Gift Card Revenue $20
(to record revenue arisen from oustanding Gift Card Liability)
Explanation:
Under GAAP, the accounting for Gift Card is quite simple. When the gift card are sold, Gift Card Issuer receives Cash (Debit Cash) and assume the Liability (Cr Liability) to anyone owning the gift card for later providing of goods/services priced at the Cash amount that had been received.
It is not until Gift Card is redeemed that Gift Card Issuer is allowed to record revenue (Credit Revenue) as it is an actual point of time when the provide of goods/services takes place. Also at the same time, once the goods/services are provided, they Liability assumed earlier in time through Gift Card issuance will be discharged to the extent of the price of goods/services provided.
Answer:
The correct answer is letter "B": You will not have access to Federal student aid, such as scholarships, grants, and loans.
Explanation:
Application to the Free Application for Federal Student Aid (FAFSA) is not mandatory. However, students who do not submit an application <em>will not be provided any financial aid</em> in their studies which implies paying several thousands of dollars more than if approved to the grant.
I guess the closest answer is $31,060.
If you purchased a parcel of land for $10,000. If you expect a 12% annual rate of return on your investment. Therefore you can sell the land for in 10 years in $31,060.