The interest over 30 years would be 1,200. Therefore you add that to the 500$ you started with. The answer is B) $1,700.
Sasha recalling the brand of toothpaste she used only when a marketing researcher mentioned the brand is known as aided recall.
Aided recall is a marketing strategy that help to create products awareness through advertisement.
Based on the information given Sasha was able to recall or remember the toothpaste with the help of the marketing researcher .
Mentioning the toothpaste brand help to facilitate Shasha memory thereby enabling her recall the toothpaste.
Inconclusion Sasha recalling the brand of toothpaste she used only when a marketing researcher mentioned the brand is known as aided recall.
Learn more about aided recall here:brainly.com/question/14949641
Answer: bearer instrument
Explanation:
Bearer instrument is an instrument that is payable to cash or to whomever may have possession of the instrument. The bearer instrument is also referred to as the bearer bond.
It is a security whereby there is no record of ownership information and the security is typically issued to the purchaser in physical form and whoever holds it is believed to be the owner.
Answer:
Stratified random sample
Explanation:
Stratified random sample -
It is also known as quota random sampling and proportional random sampling .
It refers to the process of sampling , where the complete data or population is distributed into smaller sub - groups , known as the strata .
The distribution of the strata is done on the basis of certain factors like age , gender , education qualification , etc. , there by making the sampling process easier .
Hence , from the given information of the question ,
The correct answer is stratified random sampling .
Answer:
Luther
Portfolio Return:
A's return of $174
B's return of 95
C's return of 67
Total returns $336
Total investments = $3,000
Percentage return of portfolio = $336/$3,000 x 100 = 11.2%
Explanation:
A's return = $1,500 x 11.6% = $174
B's return = $500 x 19% = $95
C's return = %1,000 x 6.7% = $67
Total returns = $336
Portfolio return is the sum of the returns of the different investments. It can be expressed in value as $336 and in percentage as 11.2% as shown above.