More information is needed.
What kind of interest was it, compounded or non-compounded?
If its non-compounded interest, then what you do is follows:
1989-1777= 212
212(6) is1272%
$450,000*12.72= $5,724,000 - this is only interest
You must add the original debt
$5,724,000 + $450,000 is the answer
If its compounted interest,
you need to consider the following, you owe 450000 * 1.06 = $ 477000 after 1 year,
you owe 477000 * 1.06 = $505620 after 2 years
so on for 212 years, and to write this mathematically, you would do
450000 * (1.06 to the power of 212)
2007-01-09 13:03:53
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answer #1
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answered by The Answerer 3
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STRAIGHT INTEREST:
If it is straight interest without any compounding then that would be the amount of interest they would owe (plus the original principal, I'm assuming).
In other words, they would owe 6% a year ($27,000) in interest. 27,000 x 212 years = $5,724,000, just like you calculated. However, don't forget to add in the original loan that they still owe for a total of:
$6,174,000.
COMPOUNDED INTEREST:
However if the interest compounds annually, let's say, then you would owe $27,000 the first year for a total of $477,000. The next year they would owe 6% of this or $28,620 additionally, for a total of $505,620 in 1779, etc. The exact formula is 450,000 * 1.06^212.
Compounded this way they would owe more than $100 *billion* in 1989. It would be even more if it was compounded quarterly, monthly or daily...
2007-01-09 12:58:36
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answer #2
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answered by Puzzling 7
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The formula for calulating simple interest is i=prt
p=the principle ($450,000)
r=rate of interest (6% or .06)
T=time 1989-1777=212 years
so if interest=prt by substituting we get
i=($450,000)x.06x 212=$5724000
So we need to add the amount of interest ($5,724,000) to the original amount of money we started with ($450,000)
5,724,000+450,000=$6,174,000
The amount owed in 1989 is $6,174.000
2007-01-09 13:06:55
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answer #3
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answered by Albertan 6
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No, because interests are reinverted.
In 1778 he owed 0.06*450 000 of interests + the 450 000 loan=
450000*(1.06)=477000
In 1779 he owed the above + 6% of interest of above amount:
477000*0.06+477000= 477000*(1.06)=505620
However, to get a general formula, you can see that the final amount (debt+interests) is the initial amount times (1+0.6)^y,
for 1 year y=1, for 2 years y=2, for 212 years y=212.
Thus the total amount is:
450000*(1.06^212) =104,245,171,919.427
which is 231,655.94 times the original amount
2007-01-09 13:08:25
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answer #4
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answered by Anonymous
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y got the interest part right
what u calculated is the simple interest
which is simply "initial amoun*rate*time"
but u still owe the initial amount too.
So the total amt due would be 450,000+5,724,000.
2007-01-09 13:08:44
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answer #5
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answered by Tharu 3
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I think so.
2007-01-09 13:00:19
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answer #6
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answered by tlf 3
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I dont no or care! lol
2007-01-09 12:58:31
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answer #7
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answered by Anonymous
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NOOOOO!!!!!!
2007-01-09 12:57:20
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answer #8
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answered by slowhand6780 1
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