Answer is $1,545
Deposit in year 9 = $1,000
Deposit in year 10 = $1,000
Deposit in year 11 = $1,000
Interest rate = 2%
Let withdrawal in year 11 and year 12 be $x
Accumulated value at end of year 11 = $1,000*1.02^2 +
$1,000*1.02 + $1,000
Accumulated value at end of year 11 = $1,000 * 1.0404 + $1,000 *
1.02 + $1,000
Accumulated value at end of year 11 = $3,060.40
Accumulated value at end of year 11 = Value of withdrawals at
end of year 11
$3,060.40 = $x + $x/1.02
$3,060.40 = $x * 1.980392
$x = $1,545
So, withdrawals in periods 11 and 12 is $1,545
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