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GMAT:Punch of the Week(06-April-09)

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What is "Punch Of The Week"?
  • Every week Learnhub's team will post one question each on Verbal Ability and Quantitative Ability of the GMAT Test Preparation

  • Members can post their answers along with explanations for the next one week.

  • After one week, Learnhub's team will post the official answer along with the explanation.Besides answering the previous week's questions, Learnhub's Team will come up with the next set of questions for that week as well.
What are the rules of "Punch Of The Week"?
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"Punch Of The Week" Team Members
Learnhub's Punch
This Week's Punches
Critical Reasoning

In Brazil, side-by-side comparisons of Africanized honeybees and the native honeybees have that the Africanized bees are far superior honey producers. Therefore, there is no reason to fear that domestic commercial honey production will decline in the United States if local honeybees are displaced by Africanized honeybees.

Each of the following, if true, would weaken the argument EXCEPT:

The honeybees native to Brazil are not of the same variety as those most frequently used in the commercial beekeeping industry in the United States.

(B) Commercial honey production is far more complicated and expensive with Africanized honeybees than it is with the more docile honeybees common in the United States.

(C) If Africanized honeybees replace local honeybees, certain types of ornamental trees will be less effectively pollinated.

(D) In the United States a significant proportion of the commercial honey supply comes from hobby beekeepers, many of whom are likely to abandon beekeeping with the influx of Africanized bees.

(E) The area of Brazil where the comparative study was done is far better suited to the foraging habits of the Africanized honeybees than are most areas of the United States.
Problem Solving

Mary typed a six-digit number, but the two 4s she typed didn't show. What appeared was 2002. How many different six-digit numbers could she have typed?

A.4

B.8

C.10

D.15

E.20

Click here for last week's Punch and explanatory answers for the same

Posted on 14-April-09

So,folks here are the correct answers

Critical Reasoning
The correct answer is C. The answer is C, which commits the true but-irrelevant fallacy. The passage is about the commercial production of honey, not about pollination, nor for that matter about ornamental trees.
Problem Solving
The correct answer is (D).

Imagine six spaces to hold the six digits. We can place the two 1s in two of the spaces in 6C2 = 15 ways. (The digits 2, 0, 0, and 2 can then occupy the remaining four spaces.)

Alternate Solution:

The number that appeared is 2002. Now we have to insert two 4's in the available 5 places. Here we have to consider two possible cases.

Case 1: Both the 4's appear together. In this case we have to choose 1 place from the available 5 places which can be done in 5C1 = 5 ways.
Case 2: Bot the 4's are not together. In this case we have to choose 2 places from the available 5 places which can be done in 5C2 = 10 ways.

Hence the total number of ways = 5+10 = 15.

Click here for the next week's Punch


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  1. i_m_wat_i_m saidTue, 07 Apr 2009 05:01:34 -0000 ( Link )

    For CR i think its C cause statement C has no relevence to pasaage, rest all some or the other way weeken the argument. For Problem solving again i suppose the right ans is C there is a four digit no. and 2 4s can be put in 5C2 manner which is 10. hope i am right

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  2. dgr8onerip saidTue, 07 Apr 2009 06:13:03 -0000 ( Link )

    in CR (A) The honeybees native to Brazil are not of the same variety as those most frequently used in the commercial beekeeping industry in the United States.—this weakens because it counters the basic assumption that native bees are same in us and brazil

    (B) Commercial honey production is far more complicated and expensive with Africanized honeybees than it is with the more docile honeybees common in the United States.—it weakens as it states that it is not economical to switch the bees

    (C) If Africanized honeybees replace local honeybees, certain types of ornamental trees will be less effectively pollinated.—arbit ..

    (D) In the United States a significant proportion of the commercial honey supply comes from hobby beekeepers, many of whom are likely to abandon beekeeping with the influx of Africanized bees.—this weakens because it sys ppl won’t keep african bees

    (E) The area of Brazil where the comparative study was done is far better suited to the foraging habits of the Africanized honeybees than are most areas of the United States.—it weakens because it says the study conducted is not valid wrt usa environment

    hence for cr the answer is C because ornamental trees are out of context and they don’y weaken the main conclusion in the passage..

    for the PS problem

    2_0_0_2 there are 5 places where we can fit in the 4s if 4s appera together i.e. 442002.. there are 5 ways to do it if number is of the form 4_4 then there are 4 gaps to fill if it is of the form 4_ _ 4 there are 3 gaps if it is of the form 4_ _ _ 4 there are 2 gaps if it is of the form 4_ _ _ _4 there are 1 gap In total there are 5+4+3+2+1 = 15 ways to do it hence the answer is option D

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  3. kaulnikhil saidTue, 07 Apr 2009 07:14:16 -0000 ( Link )

    CR—-c PS—-d

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  4. Ori0n saidTue, 07 Apr 2009 19:17:59 -0000 ( Link )

    CR—> C PS—> D

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  5. navi25 saidTue, 07 Apr 2009 19:57:15 -0000 ( Link )

    cr-b

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  6. d2rockstar saidTue, 07 Apr 2009 21:03:27 -0000 ( Link )

    CR-A

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  7. d2rockstar saidTue, 07 Apr 2009 21:08:15 -0000 ( Link )

    PS-D

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  8. Harikishore saidWed, 08 Apr 2009 06:36:48 -0000 ( Link )

    I Agree with i_m_wat_i_m’s answers. Answer for CR is ( C ) as it is the only statement that has no relevance to the passage, rest all are weakening the argument. For PS there are 5 places to be filled with 2 4s’, hence it is 5C2 ways i.e 10 ways.

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  9. heycooldude saidWed, 08 Apr 2009 18:03:19 -0000 ( Link )

    cr-D pr-D

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  10. chetan2u saidThu, 09 Apr 2009 20:11:13 -0000 ( Link )

    cr-c.. as for ds- one 4 can be first digit, then sec 4 has 5 places to fill eg 442002,424002,420402,420042 and 420024 lly when first 4 takes second digit posn, sec 4 can take 4 places total=5+4+3+2+1=15 .. as both digits are 4 we dont require to multiply it by 2..

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  11. tyagideepa saidFri, 10 Apr 2009 03:18:37 -0000 ( Link )

    CR – D, PS – C.

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  12. Harikishore saidFri, 10 Apr 2009 06:19:05 -0000 ( Link )

    Having seen the logic given by chetan2u, it seems anser is 15 i.e (D).

    Because the 5 places at 2_0_0_2 to fill with two 4S’ in 5C2 ways ensures two 4s’ always seperated by digits among 2,0,0,2. However, the possibility of two 4s’ together is left out. Two 4s’ together can be filled in 5 places by 5C1 ways i.e 5 ways. So total is 15 ways. Thanks Chetan2u for correcting.

    I request Suresh bala to explain ant easy tip for such problems. Because the methodology applied by Chetan2u is differenct from what I applied, though the answer arrived is same.

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  13. ashishsd saidFri, 10 Apr 2009 06:44:54 -0000 ( Link )

    CR – B

    PS – D

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  14. biswajitei02 saidSat, 11 Apr 2009 11:37:50 -0000 ( Link )

    5 places r dare and two 4 so 5p2/2 as two 4s are alike so ans iz 10!!!!!!

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  15. vikrant1986 saidSat, 11 Apr 2009 17:42:39 -0000 ( Link )

    critical reasoning-A, problem solving -D

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  16. kp1811 saidSun, 12 Apr 2009 08:11:48 -0000 ( Link )

    CR-C,PS-D

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  17. Sureshbala saidWed, 15 Apr 2009 08:39:12 -0000 ( Link )

    So,folks here are the correct answers

    Critical Reasoning
    The correct answer is C. The answer is C, which commits the true but-irrelevant fallacy. The passage is about the commercial production of honey, not about pollination, nor for that matter about ornamental trees.


    Problem Solving
    The correct answer is (D).

    It is given that Mary has formed a 6 digit number which contains two 4’s two 2’s and two 0’s. Using these digits she can form
    \frac{6!}{2!X2!X2!}= 15 \text{ numbers.}

    Alternate Solution:

    The number that appeared is 2002. Now we have to insert two 4’s in the available 5 places. Here we have to consider two possible cases.

    Case 1: Both the 4’s appear together. In this case we have to choose 1 place from the available 5 places which can be done in 5C1 = 5 ways.
    Case 2: Bot the 4’s are not together. In this case we have to choose 2 places from the available 5 places which can be done in 5C2 = 10 ways.

    Hence the total number of ways = 5+10 = 15.

    Click here for the next week’s Punch
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  18. smomin saidWed, 15 Apr 2009 16:28:04 -0000 ( Link )

    Problem solving: – I think all the answers are wrong. Mary has typed all the six digits, she hasn’t forgotten to type 4, but the typed 4 didn’t show. the typed 4 can’t be in the positions between the seen 4 digits namely 2002. if 4 from middle is missing then it would have looked like2 002, or something like 20 02 or any other combination. the missing digit 4 has to be either before 2002 or after that. The possible combinations are two 4s before, two 4s after or one 4 before & one 4 after. So the answer is only 3 combinations are possible.

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  19. Mythily saidTue, 21 Apr 2009 09:39:17 -0000 ( Link )

    Hi SureshBala,

    Could you pls help me in solving the problem 2x-5y+3z=0 4x-10y+3z=-13 x+3y+10z=-14 using Gauss Seidal method

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