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find the value of the annuity a1= $3000 I=0.05 n=20 round to the nearest cent
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is a1 the payment?
yes
if im reading the rest correctly, this forms a geometric sum as \[a_1\frac{1-(I)^n}{1-I}\]
Sn=a1((1+I)^n-1/ I)
so you want a the present value of it?
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im assuming yes. it says find the value of the annunity
any options by chance?
the total payments would rake in 99197.90 over the course of 20 periods 99197.90 amounts to the same thing as 94474.20 compounded at .05 for 20 periods
lol, i divided by 1.05 indtead of 1.05^(20)
99197.90 is abt 37386.65 (1.05)^(20)
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that makes sense
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