Answer:
Instructions are below.
Explanation:
Giving the following information:
Value at 18= $4,909
Interest rate= 3%
To calculate the final value, we need to use the following formula:
FV= PV*(1+i)^n
A) Number of years= 7
FV= 4,909*(1.03^7)= $6,307.45
B) Number of years= 47
FV= 4,909*(1.03^47)= $19,694.39
C) Finally, we need to determine the original investment. We need to isolate the present value from the formula:
PV= FV/(1+i)^n
PV= 4,909/(1.03^18)
PV= $2,883.52
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
The factors that affect the level of wages are skills and abilities, the size of the labor pool, and the actions of labor unions. therefore, these options are correct statements.
<h3>
How do you determine the level of wages?</h3>
Wages are decided through supply and demand, however, they may be stimulated through a huge form of factors, inclusive of the fee of living in a specific area, the presence of a union, and the modern-day minimal wage.
Pay prices additionally range through gender, race, training degree, and talent degree of the workforce.
Thus, the correct options are skills and abilities, the size of the labor pool, and the actions of labor unions.
Learn more about the level of wages here:
brainly.com/question/1142533
#SPJ1
Answer:
D.
Explanation:
The word 'iterative' is derived from the Latin word 'iterare', which means 'to repeat.'
Iterative is a term used to define a process of repetition to attain the desired outcome. It is a repetitive process performed to improve or do better than before.
The statement that correctly defines the term 'iterative' is option D. The statement talks about working in cycles (repetition) to get a desired result of (refined product).
Therefore, option D is correct.
