00:01
There might be an easier way to do this, but i see it as a three -part problem.
00:04
So the first part, we have this woman, and she's depositing $3 ,000 in an account.
00:11
It pays 5 % interest compounded quarterly.
00:16
So 5 % divided by 4 is 0 .0125 is the percent rate we're going to use.
00:31
And the number of periods before it changes is going to be 10 years.
00:38
Quarterlies, so that's going to be 40 periods.
00:41
So let's find out how much she has to work with at the end of this.
00:45
So if s is equal to 3 ,000, which are r value, times 1 .0125 to the 40th power minus 1 divided by 0 .0125.
01:07
Okay, so that total amount, let's find that out.
01:26
It'll be $154 ,000, $154 ,000.
01:35
$4 ,468 and 67 cents that she'll have to pull out and deposit elsewhere.
01:45
Okay, so the second part, we're starting with, we're going to do a compound interest problem.
01:53
So we have our 154 ,468 and 67 cents.
01:59
Because she pulled it out, i'm going to go ahead and round it off at 67 cents instead of keeping that decimal.
02:08
Okay, we're going to do a compound interest problem.
02:10
Now.
02:13
And now the interest rate is a mutual fund that pays 6 .9 % monthly...