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Data sufficiency

This topic has 2 expert replies and 1 member reply

Data sufficiency

Post Mon Sep 18, 2017 1:26 pm
Elapsed Time: 00:00
  • Lap #[LAPCOUNT] ([LAPTIME])
    On a certain date, Hannah invested $5,000 at x percent simple annual interest and a different amount at y percent simple annual interest. What amount did Hannah invest at y percent simple annual interest?

    (1) The total amount of interest earned by Hannah's two investments in one year was $900.
    (2) Hannah invested the $5,000 at 6 percent simple annual interest.

    a. Both statement are insufficient
    b. statement 2 is sufficient
    c. statement 1 and 2 are sufficient
    d. statement 1 is insufficient and statement 2 is sufficient
    e. None of the above
    OA is a....

    why is Statement 1 insufficient and 2 sufficient? Show it in mathematical language

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    Post Mon Sep 18, 2017 1:47 pm
    Roland2rule wrote:
    On a certain date, Hannah invested $5,000 at x percent simple annual interest and a different amount at y percent simple annual interest. What amount did Hannah invest at y percent simple annual interest?

    (1) The total amount of interest earned by Hannah's two investments in one year was $900.
    (2) Hannah invested the $5,000 at 6 percent simple annual interest.

    a. Both statement are insufficient
    b. statement 2 is sufficient
    c. statement 1 and 2 are sufficient
    d. statement 1 is insufficient and statement 2 is sufficient
    e. None of the above

    OA is a....

    why is Statement 1 insufficient and 2 sufficient? Show it in mathematical language
    Hi Roland2rule,

    I just realized that your answer choices are totally off.

    The 5 answer choices for Data Sufficiency questions are always the same:
    Quote:
    (A) Statement (1) ALONE is sufficient, but statement (2) alone is not sufficient.
    (B) Statement (2) ALONE is sufficient, but statement (1) alone is not sufficient.
    (C) BOTH statements TOGETHER are sufficient, but NEITHER statement ALONE is sufficient.
    (D) EACH statement ALONE is sufficient.
    (E) Statements (1) and (2) TOGETHER are NOT sufficient.
    Where did you get your answer choices (in red above)?

    _________________
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    Post Tue Sep 19, 2017 3:13 pm
    Hi Roland2rule,

    We're told that Hannah invested $5,000 at X percent simple annual interest and a DIFFERENT amount at Y percent simple annual interest. We're asked for the amount that Hannah invested at Y percent. This DS question can be solved by TESTing VALUES.

    1) The total amount of interest earned by Hannah's two investments in one year was $900.

    Based on the information in the prompt, we can create the following equation:

    ($5,000)(X/100) + ($Z)(Y/100) = 900

    You can see that there are 3 variables, but just one equation - so there are likely lots of different possible values for Z. Here are two possibilities:

    X = 6.... so ($5000)(6/100) = $300
    Z = $10,000 and Y = 6... so ($10,000)(6/100) = $600
    And the answer to the question is $10,000

    X = 6.... so ($5000)(6/100) = $300
    Z = $20,000 and Y = 3... so ($20,000)(3/100) = $600
    And the answer to the question is $20,000
    Fact 1 is INSUFFICIENT

    (2) Hannah invested the $5,000 at 6 percent simple annual interest.

    The same two examples that I listed in Fact 1 also 'fit' Fact 2 (and create the same two different results):

    X = 6.... so ($5000)(6/100) = $300
    Z = $10,000 and Y = 6... so ($10,000)(6/100) = $600
    And the answer to the question is $10,000

    X = 6.... so ($5000)(6/100) = $300
    Z = $20,000 and Y = 3... so ($20,000)(3/100) = $600
    And the answer to the question is $20,000
    Fact 2 is INSUFFICIENT

    Combined, we have no additional work to do - the two examples we have already 'fit' both Facts and produce two different answers.
    Combined, INSUFFICIENT

    Final Answer: E

    GMAT assassins aren't born, they're made,
    Rich

    _________________
    Contact Rich at Rich.C@empowergmat.com

    Post Wed Sep 20, 2017 10:30 am
    Brent@GMATPrepNow wrote:
    Roland2rule wrote:
    On a certain date, Hannah invested $5,000 at x percent simple annual interest and a different amount at y percent simple annual interest. What amount did Hannah invest at y percent simple annual interest?

    (1) The total amount of interest earned by Hannah's two investments in one year was $900.
    (2) Hannah invested the $5,000 at 6 percent simple annual interest.

    a. Both statement are insufficient
    b. statement 2 is sufficient
    c. statement 1 and 2 are sufficient
    d. statement 1 is insufficient and statement 2 is sufficient
    e. None of the above

    OA is a....

    why is Statement 1 insufficient and 2 sufficient? Show it in mathematical language
    Hi Roland2rule,

    I just realized that your answer choices are totally off.

    The 5 answer choices for Data Sufficiency questions are always the same:
    Quote:
    (A) Statement (1) ALONE is sufficient, but statement (2) alone is not sufficient.
    (B) Statement (2) ALONE is sufficient, but statement (1) alone is not sufficient.
    (C) BOTH statements TOGETHER are sufficient, but NEITHER statement ALONE is sufficient.
    (D) EACH statement ALONE is sufficient.
    (E) Statements (1) and (2) TOGETHER are NOT sufficient.
    Where did you get your answer choices (in red above)?
    Mind you, the interpretation of the options are right. But since you have decided to castigate and rubbish this via your personal message, there is no point furthering on this. two wrongs don't make a right. I will make my question more constructive and clear next time.

    Thanks

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