Asked by Niki
Natasha plans to deposit $4,000 per year in her account for each of the next 4
years. Thereafter, she expects to deposit $1,500 per year for another 4 years. All
deposits are made at year-end. Interest rates are expected to be 8 percent for the
next 2 years, and 11 percent thereafter. Interest is compounded annually. (a) What
will Natasha's bank balance be at the end of year 8?
years. Thereafter, she expects to deposit $1,500 per year for another 4 years. All
deposits are made at year-end. Interest rates are expected to be 8 percent for the
next 2 years, and 11 percent thereafter. Interest is compounded annually. (a) What
will Natasha's bank balance be at the end of year 8?
Answers
Answered by
Damon
first 4 years
S = 4000 [ 1.08^4 -1 ]/.08
= 18024.45
second 4 years
first what happens to the 18024.45 that we have in the account. It earns 11% compounded yearly
18024.45 (1.11)^4 = 27362.38
In addition we have 1500 per year deposited
S = 1500 [1.11^4 -1 ]/.11
= 7064.60
27362.38 + 7064.60 = 34426.98
S = 4000 [ 1.08^4 -1 ]/.08
= 18024.45
second 4 years
first what happens to the 18024.45 that we have in the account. It earns 11% compounded yearly
18024.45 (1.11)^4 = 27362.38
In addition we have 1500 per year deposited
S = 1500 [1.11^4 -1 ]/.11
= 7064.60
27362.38 + 7064.60 = 34426.98
Answered by
Anonymous
Youre wrong you suck
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