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In Monroe School, 30 members of the faculty coach boysíor girlsí sport

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In Monroe School, 30 members of the faculty coach boysíor girlsí sport  [#permalink]

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New post 28 Dec 2017, 20:55
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64% (02:11) correct 36% (01:54) wrong based on 34 sessions

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In Monroe School, 30 members of the faculty coach boys' or girls' sports or both. If 18 of these members of the faculty do not coach boys' sports, how many of these members of the faculty coach both boys' and girls sports?

(1) The 30 members of the faculty who coach boys' or girls' sports or both represent 60% of the total faculty members.
(2) 10 of these members of the faculty do not coach girls' sports.

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Re: In Monroe School, 30 members of the faculty coach boysíor girlsí sport  [#permalink]

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New post 29 Dec 2017, 03:06
Bunuel wrote:
In Monroe School, 30 members of the faculty coach boys' or girls' sports or both. If 18 of these members of the faculty do not coach boys' sports, how many of these members of the faculty coach both boys' and girls sports?

(1) The 30 members of the faculty who coach boys' or girls' sports or both represent 60% of the total faculty members.
(2) 10 of these members of the faculty do not coach girls' sports.


Given: all 30 the members coached someone, know one was left doing nothing. Also, did not coach boys, so they must be coaching girls.

(1) The 30 members of the faculty who coach boys' or girls' sports or both represent 60% of the total faculty members. This is out of scope, it says nothing about who coached who..; insufficient.

(2) 10 of these members of the faculty do not coach girls' sports. If 18 didn't coach boys, then 12 must have coached girls; If 10 didn't coach girls, then 2 must have coached both (because all members must coach at least one); sufficient.

[b](B) is the answer.[/m]
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Re: In Monroe School, 30 members of the faculty coach boysíor girlsí sport &nbs [#permalink] 29 Dec 2017, 03:06
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In Monroe School, 30 members of the faculty coach boysíor girlsí sport

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