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Do Not Speak Only Spanish = NS
Do Not Speak Only French = NS
Do Not Speak French & Spanish =NF+NS
Speak French & Spanish = F+S
Speak French = F
Speak Spanish = S

The highest number of possibly qualified applicants would be__________, but if there were a number of applicants who did not speak Spanish, but did speak French equal to those who did not speak French, but did speak Spanish, then there would only be__________qualified applicants.


Since each symbol represents 5 appliacants:
NF=7*5=35
NF+NS=5*5=25
Total Recorded = 80

First Blank

Since we have to maximize S+F, We have to assume that the of the total recorded everyone who is unaccounted for speaks both languages.
So,
Total = NF+(NF+NS) + (F+S)
80 = 35+25 + (F+S)
F+S = 20

Option A

A. 20
B. 25
C. 45
D. unable to determine

Second Blank

We are given that,
F+NS = S+NF
We know that, S+NF = 35
So, to maximize F+S, we have to assume that NF+NS = 0

80 = 35+35 (F+S)
F+S=10

Option C

A. 0
B. 5
C. 10
D. 45

First Blank- Option A; Second Blank-OptionC
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Well, OA is posted now its C for both blanks. This is a hard question. Good efforts guys.

Good Luck for the upcoming questions, Points table will be updated soon. Remember one thing we have total 11 days for this competition and winner will be announced on Jan 16th.

Thank you
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Attachment:
3.jpg

If the C’est La Vie hiring manager only recorded applicants who did not speak French and applicants who did not speak either French or Spanish during the application vetting process as indicated in the figure, and a successful applicant must be bilingual in French and Spanish, select from each drop-down menu the option that creates the most accurate statement, given the information provided.

The highest number of possibly qualified applicants would be__________, but if there were a number of applicants who did not speak Spanish, but did speak French equal to those who did not speak French, but did speak Spanish, then there would only be__________qualified applicants.

First Blank

A. 20
B. 25
C. 45
D. unable to determine

Second Blank

A. 0
B. 5
C. 10
D. 45

a. Total number of applicants = 80
number of applicants who did not speak Spanish and French = 5 * 5 = 25
number of applicants who did not speak French but speak Spanish= 7*5 = 35

The highest number of possibly qualified applicants = 80 - (25+35) = 20

b. if there were a number of applicants who did not speak Spanish but did speak French = 35
equal to
number of applicants who did not speak French, but did speak Spanish = 35

So, no more qualified applicants will be there.
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Sajjad1994 - pls share official solution for this one

This has caught every one stranded not even close when everyone thought that they got this one .

This is a big mystery why everyone got this wrong - why everyone fell for trap - is there something tricky that everyone failed to understand here.What is the source for this question - is it official GMAC question?
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If the C’est La Vie hiring manager only recorded applicants who did not speak French and applicants who did not speak either French or Spanish during the application vetting process .

1. we have to take people who are not speaking French or Spanish. Spanish alone non speaking people is zero.
so 80-7*5(non french speaking people)= 80-35=45

2.but if there were a number of applicants who did not speak Spanish, but did speak French equal to those who did not speak French, but did speak Spanish. So now non speaking Spanish alone people=7*5=35

Subtract this from 45 (calculated above) gives 10

so both have C as answers.
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GMAT Focus 1: 745 Q86 V90 DI85
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Sajjad1994
The figure below shows what is known regarding the Spanish and French language abilities of applicants for a marketing job at C’est La Vie Advertising.



If the C’est La Vie hiring manager only recorded applicants who did not speak French and applicants who did not speak either French or Spanish during the application vetting process as indicated in the figure, and a successful applicant must be bilingual in French and Spanish, select from each drop-down menu the option that creates the most accurate statement, given the information provided.

The highest number of possibly qualified applicants would be , but if there were a number of applicants who did not speak Spanish, but did speak French equal to those who did not speak French, but did speak Spanish, then there would only be qualified applicants.
-

IR Butler Competition 2021 - Participate and Win!
Question # 21, Date : 11-Jan-2021
This question is a part of IR Butler competition 2021. Click here for Details


Hmm, this problem seems clearly flawed. The conditional described in the question cannot even be fulfilled, since we'd end up with 95 applicants in the Venn Diagram. Perhaps the author assumed that it was possible for the marks in the overlapping section to represent a subset of the marks in the right-hand portion, but Venn Diagrams don't work that way. In other words, if we assume that the 25 people who don't speak either language were ALSO recorded separately in Don't Speak French, then we'd get a max of Spanish speakers. But that is not a valid way to read the chart, and the GMAT would not abuse a well-known form of notation in this way.
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Sajjad1994 Bunuel GMATNinja is this question flawed or else, Can we get explanation of answers for this question?

Till date everyone got 100% wrong answer.
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Sajjad1994 Bunuel GMATNinja is this question flawed or else, Can we get explanation of answers for this question?

Till date everyone got 100% wrong answer.

Read this: https://gmatclub.com/forum/the-figure-b ... l#p3273119
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Revised/corrected version of this question is here: During the application vetting process, the C’est La Vie hiring manager.

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