Assuming you see a logo and recognize the brand as it is being presented to you, this is an example of Aided recall.
<h3>
What is aided recall?</h3>
Aided recall can be defined as the process in which a person is being asked a question partaining to the advertisement he/she saw.
Aided recall in important as it help to create product awareness and it enables people to recognize a brand based on the advert they saw and to showcase their knowledge about the advert when asked.
Inconclusion this is an example of Aided recall.
Learn more about Aided recall here:brainly.com/question/24106562
Answer:
$9.00.
Explanation:
The computation of the value of a put option is shown below:
Data provided in the question
Current price of the stock = $50
Risk free rate = 6%
Strike price = $55
Sale price = $7.20
Based on the above information
The value of put option is
Put = V - P + X exp(-r
t)
= $7.20 - $50 + $55 e
RF - 0.06(1)
= $7.20 - $50 + $51.80
= $9.00
Hence, the value of put option is $9
Answer:
The first journal entry was not the most appropriate, but since the mistake was correctly adjusted at the end of the year, both assets and expenses will be the same whether they did it correctly the first time or they had to adjust a mistake at the end of the year.
E.g. something like this happened
October 1, rent expense for 1 year
Dr Rent expense 12,000
Cr Cash 12,000
December 31, adjustment to rent expense
Dr Prepaid rent 10,000
Cr Rent expense 10,000
they should have recorded it as:
October 1, prepaid rent for 1 year
Dr Prepaid rent 12,000
Cr Cash 12,000
December 31, adjustment to rent expense
Dr Rent expense 2,000
Cr Prepaid rent 2,000
Whichever way you recorded the transactions, the balances a the end of the year would be:
prepaid rent (asset) $10,000
rent expense (expense) $2,000
Answer:
1
Explanation:
A factory requires employees to work in unsafe conditions.
Answer:
Bank A should be chosen.
Explanation:
Given:
Effective annual rate (EAR) of bank A = 10%
Bank B pays 9% compounded daily. EAR of bank B is calculated below:
EAR = 
Where, i is 0.09
n is compounding period that is 365 (since it is compounded daily)
EAR = 
= 1.0942 - 1
= 0.0942 or 9.42%
Bank B pays EAR of 9.42%
Based on EAR, Bank A should be selected as it pays higher EAR of 10%.
