Answer:
a.
The money that we will have in account is $51156.41
b.
The money that we will have in account is $318808.31
Explanation:
a.
The deposits made in the account represent an annuity pattern as the deposits made are of a constant amount, are made after equal interval of time and are for a defined time period. Thus, to calculate the value of money that we will have after 19 years, we will use the formula for the future value of annuity.
The formula for the future value of annuity is attached.
FV = 1100 * [ (1+0.091)^19 - 1 / 0.091 ]
FV = $51156.41178
b.
The same formula for the future value of annuity will be used and we will change n from 19 to 38.
FV = 1100 * [ (1+0.091)^38 - 1 / 0.091 ]
FV = $318808.3149
Congress usually begins its
annual meeting on January 3 unless otherwise determined. This is as stipulated
in the 20th amendment to the United States constitution, which moved the beginning
and ending of terms of members of Congress from March 4 to January 3.
Answer:
Investor A = $545216 .
Investor B = $352377
Investor C = $897594
Explanation:
Annual rate ( r ) = 9.38%
N = 41 years
<u> Calculate the balance at age of 65</u>
1) For Investor A
balance at the end of 10 years
= $2000 (FIA, 9.38 %, 10) (1 + 0.0938) ≈ $33845
Hence at the end of 65 years ( balance )
= $33845 (FIP, 9.38 %, 31) ≈ $545216 .
2) For investor B
at the age of 65 years ( balance )
= $2000 (FIP, 9.38%, 31) = $322159 x (1 + 0.0938) ≈ $352377
3) For Investor C
at the age of 65 years ( balance )
= $2000 (FIP, 9.38%, 41) = $820620 x (1 + 0.0938) ≈ $897594
Answer:
Please ask study related questions,mate.
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