In 9 years after depositing $160, in my savings account would be $289.6
The formula for simple interest and procedure we will use to solve this exercise is:
S.I.= (P*R*T)/100
Where:
- P = principal
- R = rate of interest in % per annum
- T = time
Information about the problem:
- P = $160
- R = 9%
- T = 9 years
- Total amount = ?
Applying the simple interest formula, we get:
S.I.= (P*R*T)/100
S.I.= (160* 9*9)/100
S.I.= $129.6
Calculating the total amount that would be in my savings account, we get:
Total amount = P + S.I.
Total amount = $160 + $129.6
Total amount = $289.6
<h3>What is simple interest?</h3>
It is the operation in which we calculate the profit produced by a capital loaned at a given percentage.
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Answer:
Two-way flow
Explanation:
Personal selling is one of the methods used by salespeople to drive sales. It involves face-to-face interaction with customers who are persuaded to purchase the product.
This method relies heavily on effective communication mostly the two-way flow of communication.
Two-way flow of communication means that when a message is conveyed to the customer there is feedback to the salesperson. The feedback is used to decide the best course of action to be taken in order to complete the transaction
<span>The workers had believed that they deserved shorter work days and better pay. The management had believed that the workers did not have a right to strike. Cheap labor was available.
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Answer:
Income = $8,200
Less:
Federal tax 10% = -$820
State tax at 5.5% = -$451
FICA at 7.65% = -$627.30
Total deduction = -$1,898.30
Net pay = $6,301.70
Answer: The hourly wage will be higher in occupation B.
Explanation:
From the information given in the question, workers in occupations A and B possess the same skills and abilities as work for the same number of hours. The difference between both occupations is that there is stability of employment for workers in occupation A while there are seasonal layoffs in occupation B.
Due to the seasonal changes in occupation B, the hourly wage will be higher in occupation B. Workers in occupation B need to be compensated in order to overcome the layoffs and uncertainties.