?
the general formula for interest problems is final amount = initial amount(1+interest rate)^number of years (for annual compounding) try and plug the numbers from the problem into the equation, making sure to convert interest rate to a decimal first
35000(1+0.06)^16
88912.31
actually I realized they want the sum not the final amount hold on
|dw:1516683918490:dw|
so a is the initial amount, r is the ratio (1 + 0.06) find Sn
n is the number of years, so n = 16
(35000((1+0.06^(16))-1))/(((1+0.06)-1))
almost, (1+0.06)^(16)
I would suggest breaking it down into steps instead of entering the whole thing at once
(35000((1+0.06)^(16))-1))/(((1+0.06)-1))
good (try entering that and see if our values match up)
1481855
let's try writing it simpler so the calculator doesn't get muddled up 1 + 0.06 can just be simplified to 1.06 35000(1.06^16 - 1)/(1.06-1) ->
898538
good
would there be cents with that
it says to round to the nearest dollar so no
okay
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