Answer:
American chocolate
Explanation:
In the field of psychology, a 'stereotype' is defined as a general belief about a certain type or category of people.
The consumers around the world have some different stereotypes about some specific countries and some specific products that they judged to be the 'best'. Such an item which does not fit best in the stereotype scheme is 'American chocolate.'
The American chocolate have a different taste than others. It is tangy and is slightly sour. It is lighter. So some people have a different perception or stereotype for this item.
Thus the answer is 'American chocolate.'
Answer:
Monthly deposit= $336.46
Explanation:
Giving the following information:
Future Value (FV)= $13,000
Number of periods= 12*3= 36 months
Interest rate= 0.048/12= 0.004
<u>To calculate the monthly deposit, we need to use the following formula:</u>
FV= {A*[(1+i)^n-1]}/i
A= monthly deposit
Isolating A:
A= (FV*i)/{[(1+i)^n]-1}
A= (13,000*0.004) / [(1.004^36) - 1]
A= $336.46
Answer:
$ 25.71
Explanation:
The stock split means a shareholder will have 7 shares for every 2 shares they have earlier. Companies do this to reduce the trading price of their stock to a range investor considered comfortable.
the new price of the stock = 2 × 90 / 7 = $ 25.71
Answer:
As given below.
Explanation:
1. The t-distribution is based and dependent on the sample size.
2. The t-distribution is more valued at the extremes thus has a standard normal distribution.
3. The t-distribution is bell-shaped and is centered at 0.
4. The t-distribution is a kind of bell-shaped and is centered at its degrees of freedom.
5. With larger samples, the t-distribution is close to the normal distribution.
- Being symmetric in shape and a bell-shaped distribution of the normal distribution this is more prone to produce the values that are found its mean.
- Its an estimation of the unknown parameters and uncertainty of data. In case the deviation of the errors was known, the normal distribution would be used instead of the t-distribution or student's distribution.