Respuesta :
Answer:
$43,510.2
Explanation:
The problem says that the pension is calculated by multiplying the number of years worked (27) times 1.65% of the average of the three highest years salary. First, we calculate the average of Maureen´s highest salaries:
$97,000+$97,800+$98,198 = $292,998/3 = $97,666
Then we calculate the 1,65% of $97,666:
$97,666*0,0165=$1,611.48
Finally, we multiply this answer by the number of years Maureen worked:
$1,611.48*27= $43,510.203 This is Maureen´s pension
Answer: $43,510.203
Explanation:
Given that,
Highest salaries are as follows:
$97,000
$97,800
$98,198
Working years = 27
Average of their three highest years' salary:
= [tex]\frac{97,000+97,800+98,198}{3}[/tex]
= $97,666
Maureen's pension is calculated by multiplying the number of years worked times 1.65% of the average of their three highest years' salary.
Therefore,
= 27 × 1.65% × 97,666
= $43,510.203
