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In 2001, John invests x dollars in a special account that yields y%

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In 2001, John invests x dollars in a special account that yields y% [#permalink]

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In 2001, John invests x dollars in a special account that yields y% simple interest annually. If he has $250 in his account in 2006 and in 2008 he has $270 in his account, what is x + y?

(A) 5

(B) 25

(C) 200

(D) 205

(E) 210
[Reveal] Spoiler: OA

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Re: In 2001, John invests x dollars in a special account that yields y% [#permalink]

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The interest accrued over 2 years is 20$ which is 10$ per year
Since this amount x had been invested for 7 years, the total interest is 70$

Total = Interest + Principal(x)
Principal(x) = Total - Interest = 270 - 70 = 200
Since 10 is 5% of 200 , y=5
Therefore the amount was invested at an annual rate of 5%(which is y) and amount invested(x) = 200

Sum of x and y = 200 + 5 = 205(Option D)
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Re: In 2001, John invests x dollars in a special account that yields y% [#permalink]

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New post 21 Aug 2017, 08:41
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Bunuel wrote:
In 2001, John invests x dollars in a special account that yields y% simple interest annually. If he has $250 in his account in 2006 and in 2008 he has $270 in his account, what is x + y?

(A) 5

(B) 25

(C) 200

(D) 205

(E) 210


With simple interest, the annual interest accrued is the SAME each year

We're told that in 2 years (from 2006 to 2008), the investment increases by $20 (from $250 to $270)
So, EACH YEAR, the investment increases by $10
There are 7 years from 2001 (the year of John's initial investment of x dollars) to 2008 (when John's investment reaches $270)
In those 7 years, John's ANNUAL interest is $10. So, the TOTAL interest accrued in 7 years = (7)($10) = $70

So, in 2001, John's initial investment = $270 - $70 = $200 So, x = 200

We now know that: John's initial investment = $200. The ANNUAL interest is $10.
10/200 = 5/100 = 5% So, the annual interest RATE = 5%. In other words, y = 5

So, x + y = 200 + 5 = 205

Answer: D

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Re: In 2001, John invests x dollars in a special account that yields y%   [#permalink] 21 Aug 2017, 08:41
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