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Bob invested $2000 in fund A and $1000 in fund B. Over the next two ye
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22 Dec 2015, 21:47
Question Stats:
76% (02:20) correct 24% (02:54) wrong based on 194 sessions
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Bob invested $2000 in fund A and $1000 in fund B. Over the next two years, the money in Fund A earned a total interest of 12 percent for the two years combined and the money in fund B earned 30 percent annual interest compounded annually. Two years after bob made these investments. Bob's investment in fund A was worth how much more than his investment in fund B? A. $500 B. $550 C. $600 D. $650 E. $700
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Re: Bob invested $2000 in fund A and $1000 in fund B. Over the next two ye
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23 Dec 2015, 05:41
Forget conventional ways of solving math questions. In PS, IVY approach is the easiest and quickest way to find the answer. Bob invested $2000 in fund A and $1000 in fund B. Over the next two years, the money in Fund A earned a total interest of 12 percent for the two years combined and the money in fund B earned 30 percent annual interest compounded annually. Two years after bob made these investments. Bob's investment in fund A was worth how much more than his investment in fund B? 1. $500 2. $550 3. $600 4. $650 5. $700 Bob earned 2000*(1+0.12) in total by fund A and earned 1000*(1+0.3)^2 in total by fund B. So 2000*(1.12)  1000*(1.69)= 550. The answer is, therefore, (B).
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Re: Bob invested $2000 in fund A and $1000 in fund B. Over the next two ye
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23 Dec 2015, 09:32
But Fund A didn't mention anything about compound interest. SO I took simple interest formula p*r*t/100. so 2000*12*2/100 that leaves 480....am I missing anything?



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Re: Bob invested $2000 in fund A and $1000 in fund B. Over the next two ye
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25 Apr 2016, 09:34
alice7 wrote: But Fund A didn't mention anything about compound interest. SO I took simple interest formula p*r*t/100. so 2000*12*2/100 that leaves 480....am I missing anything? Hi alice7 You are missing the point that the 12 percent interest rate was for 2 years combined as stated in the question stem  "the money in Fund A earned a total interest of 12 percent for the two years combined". Thanks Powell Mittra



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Re: Bob invested $2000 in fund A and $1000 in fund B. Over the next two ye
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01 May 2016, 07:09
RSOHAL wrote: Bob invested $2000 in fund A and $1000 in fund B. Over the next two years, the money in Fund A earned a total interest of 12 percent for the two years combined and the money in fund B earned 30 percent annual interest compounded annually. Two years after bob made these investments. Bob's investment in fund A was worth how much more than his investment in fund B?
1. $500 2. $550 3. $600 4. $650 5. $700 "the money in Fund A earned a total interest of 12 percent for the two years combined"  do we need to consider here compound interest of one year? Please advise
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Re: Bob invested $2000 in fund A and $1000 in fund B. Over the next two ye
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01 May 2016, 07:16
smartguy595 wrote: RSOHAL wrote: Bob invested $2000 in fund A and $1000 in fund B. Over the next two years, the money in Fund A earned a total interest of 12 percent for the two years combined and the money in fund B earned 30 percent annual interest compounded annually. Two years after bob made these investments. Bob's investment in fund A was worth how much more than his investment in fund B?
1. $500 2. $550 3. $600 4. $650 5. $700 "the money in Fund A earned a total interest of 12 percent for the two years combined"  do we need to consider here compound interest of one year? Please advise No, it has to be simple interest unless stated in the question. As you can see the question specifically mentions that 30 % annual interest compounded annually for fund B, but nothing of that short ois mentioned for fund A.



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Re: Bob invested $2000 in fund A and $1000 in fund B. Over the next two ye
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01 May 2016, 07:22
powellmittra wrote: smartguy595 wrote: RSOHAL wrote: Bob invested $2000 in fund A and $1000 in fund B. Over the next two years, the money in Fund A earned a total interest of 12 percent for the two years combined and the money in fund B earned 30 percent annual interest compounded annually. Two years after bob made these investments. Bob's investment in fund A was worth how much more than his investment in fund B?
1. $500 2. $550 3. $600 4. $650 5. $700 "the money in Fund A earned a total interest of 12 percent for the two years combined"  do we need to consider here compound interest of one year? Please advise No, it has to be simple interest unless stated in the question. As you can see the question specifically mentions that 30 % annual interest compounded annually for fund B, but nothing of that short ois mentioned for fund A. So the interest earned for A is (2000*1*12)/100 => 240 22401690=550
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Re: Bob invested $2000 in fund A and $1000 in fund B. Over the next two ye
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01 May 2016, 07:29
[quote="RSOHAL"]Bob invested $2000 in fund A and $1000 in fund B. Over the next two years, the money in Fund A earned a total interest of 12 percent for the two years combined and the money in fund B earned 30 percent annual interest compounded annually. Two years after bob made these investments. Bob's investment in fund A was worth how much more than his investment in fund B?
1. $500 2. $550 3. $600 4. $650 5. $700
interest on fund A will be 240. rate of interest will be 6% per annum simple interest as 12% is for 2 year. this will make investment A 2240 at the end of 2nd year. interest on fund B will be 690 on 30% interest compounded annually. This will make investment B 1690 at the end of 2nd year. Difference in investment A and investment B=22401690=550 answer is B.



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Re: Bob invested $2000 in fund A and $1000 in fund B. Over the next two ye
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12 Dec 2016, 20:04
Does 12% combined interest means that we need to split 12% into the numbers of years under consideration?



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Re: Bob invested $2000 in fund A and $1000 in fund B. Over the next two ye
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21 Dec 2016, 08:36
Even I have the same question as AmritaSarkar89Can some one please comment on what to interpret of the statement " the money in Fund A earned a total interest of 12 percent for the two years combined? " Thank you in advance Bunuel and chetan2u!



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Re: Bob invested $2000 in fund A and $1000 in fund B. Over the next two ye
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21 Dec 2016, 08:51
Keats wrote: Even I have the same question as AmritaSarkar89Can some one please comment on what to interpret of the statement " the money in Fund A earned a total interest of 12 percent for the two years combined? " Thank you in advance Bunuel and chetan2u! It was addressed above. The money in Fund A earned a total interest of 12 percent for the two years combined. $100 earns total of $12 in two years.
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Re: Bob invested $2000 in fund A and $1000 in fund B. Over the next two ye
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Updated on: 16 Oct 2018, 18:30
RSOHAL wrote: Bob invested $2000 in fund A and $1000 in fund B. Over the next two years, the money in Fund A earned a total interest of 12 percent for the two years combined and the money in fund B earned 30 percent annual interest compounded annually. Two years after bob made these investments. Bob's investment in fund A was worth how much more than his investment in fund B?
1. $500 2. $550 3. $600 4. $650 5. $700 The interest earned in fund A was 2,000 x 0.12 = 240 dollars, bringing his total investment in fund A to 2,240 dollars. Using the formula for compound interest, the final value of investment B after 2 years was: Final value = 1,000(1 + 0.3)^2 Final value = 1,000(1.3)^2 Final Value = 1,000(1.69) = 1,690 Thus, fund A was worth 2,240  1,690 = 550 dollars more than fund B. Answer: B
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Re: Bob invested $2000 in fund A and $1000 in fund B. Over the next two ye
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15 Oct 2018, 23:26
ScottTargetTestPrep wrote: RSOHAL wrote: Bob invested $2000 in fund A and $1000 in fund B. Over the next two years, the money in Fund A earned a total interest of 12 percent for the two years combined and the money in fund B earned 30 percent annual interest compounded annually. Two years after bob made these investments. Bob's investment in fund A was worth how much more than his investment in fund B?
1. $500 2. $550 3. $600 4. $650 5. $700 The interest earned in fund A was 1,000x 0.12 x 2 = 240 dollars, bringing his total investment in fund A to 2,240 dollars. Using the formula for compound interest, the final value of investment B after 2 years was: Final value = 1,000(1 + 0.3)^2 Final value = 1,000(1.3)^2 Final Value = 1,000(1.69) = 1,690 Thus, fund A was worth 2,240  1,690 = 550 dollars more than fund B. Answer: B Hi ScottTargetTestPrepShouldn't the highlighted text be 2000? Thanks!
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Re: Bob invested $2000 in fund A and $1000 in fund B. Over the next two ye
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16 Oct 2018, 18:23
gmat1393 wrote: ScottTargetTestPrep wrote: RSOHAL wrote: Bob invested $2000 in fund A and $1000 in fund B. Over the next two years, the money in Fund A earned a total interest of 12 percent for the two years combined and the money in fund B earned 30 percent annual interest compounded annually. Two years after bob made these investments. Bob's investment in fund A was worth how much more than his investment in fund B?
1. $500 2. $550 3. $600 4. $650 5. $700 The interest earned in fund A was 1,000x 0.12 x 2 = 240 dollars, bringing his total investment in fund A to 2,240 dollars. Using the formula for compound interest, the final value of investment B after 2 years was: Final value = 1,000(1 + 0.3)^2 Final value = 1,000(1.3)^2 Final Value = 1,000(1.69) = 1,690 Thus, fund A was worth 2,240  1,690 = 550 dollars more than fund B. Answer: B Hi ScottTargetTestPrepShouldn't the highlighted text be 2000? Thanks! Yes good call. The math for fund A should be 2,000 x 0.12 = 240 dollars. I'll fix that.
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Re: Bob invested $2000 in fund A and $1000 in fund B. Over the next two ye
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16 Oct 2018, 18:26
ScottTargetTestPrep wrote: RSOHAL wrote: Bob invested $2000 in fund A and $1000 in fund B. Over the next two years, the money in Fund A earned a total interest of 12 percent for the two years combined and the money in fund B earned 30 percent annual interest compounded annually. Two years after bob made these investments. Bob's investment in fund A was worth how much more than his investment in fund B?
1. $500 2. $550 3. $600 4. $650 5. $700 The interest earned in fund A was 2,000 x 0.12 x 2= 240 dollars, bringing his total investment in fund A to 2,240 dollars. Using the formula for compound interest, the final value of investment B after 2 years was: Final value = 1,000(1 + 0.3)^2 Final value = 1,000(1.3)^2 Final Value = 1,000(1.69) = 1,690 Thus, fund A was worth 2,240  1,690 = 550 dollars more than fund B. Answer: B ScottTargetTestPrepyou forgot to remove the "2"
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Re: Bob invested $2000 in fund A and $1000 in fund B. Over the next two ye
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16 Oct 2018, 18:31
gmat1393 wrote: ScottTargetTestPrep wrote: RSOHAL wrote: Bob invested $2000 in fund A and $1000 in fund B. Over the next two years, the money in Fund A earned a total interest of 12 percent for the two years combined and the money in fund B earned 30 percent annual interest compounded annually. Two years after bob made these investments. Bob's investment in fund A was worth how much more than his investment in fund B?
1. $500 2. $550 3. $600 4. $650 5. $700 The interest earned in fund A was 2,000 x 0.12 x 2= 240 dollars, bringing his total investment in fund A to 2,240 dollars. Using the formula for compound interest, the final value of investment B after 2 years was: Final value = 1,000(1 + 0.3)^2 Final value = 1,000(1.3)^2 Final Value = 1,000(1.69) = 1,690 Thus, fund A was worth 2,240  1,690 = 550 dollars more than fund B. Answer: B ScottTargetTestPrepyou forgot to remove the "2" fixed!
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Re: Bob invested $2000 in fund A and $1000 in fund B. Over the next two ye
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