Respuesta :
Answer:
Total amount after 40 years = $2502371.012
Explanation:
Annual saving by Noma = $4800 per year
Total time period for saving = 40 years
Interest rate on savings = 10.6 percent
Now we have to find the amount that will be after 40 years if the annual saving is 4800 dollars that earns 10.6 percent interest rate.
[tex]\text{Total amount after 40 years} =Annuity [ \frac{(1+r)^{n} - 1}{r}] \\= 4800[ \frac{(1+ 0.106)^{40} - 1}{0.106}] \\= 2502371.012 \ dollars[/tex]
Total amount after 40 years = $2502371.021
Annual charge per unit
When the Annual saving by Noma = $4800 annually
Then the Total period for saving is = 40 years
After that charge per unit on savings = 10.6 percent
Now we've to seek out the quantity that may plan40 years if the annual saving is "4800 dollars, 10.64, annuity that earns 10.6 percent charge per unit.
Then the Total amount after 40 year=
Annuity [tex](1+r)n-1/r =4800 (1+0.106)40-1/0.106=250237[/tex]
Find out more information about Annual charge per unit here:
https://brainly.com/question/26121496
