Analytical - Joe and Mathew go on vacation to their grandparents house. The either do yoga in the morning or play

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Joe and Mathew go on vacation to their grandparents house. The either do yoga in the morning or play football in the evening making sure that they dont do both activities in the same day. During their vacation they did activities on 22 days. At the end of the vacation according to the report sent by her grandmother they didn't do anything on 24 mornings and 12 evenings. What was the total number of days they spent at their grandparents?

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Total Answers and Comments: 3

Last Update: January 02, 2009 Asked by: Crystal

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Submitted by: padma15

let they work for m  mornings and for e evenings
Given
   m+e=22;
         m'=24,e'=12 ('denotes complement);

m+m'=total number of days=e+e'=x;

   x=22-(x-12)+24;

hence total days =29

Above answer was rated as good by the following members:
shetu_ecdw, Bhoomika sharma

October 15, 2007 09:59:29

Deepak Mishra

RE: Joe and Mathew go on vacation to their grandparent...

Both the guys were on vacation for 24 days They were only played football for 22 times in the evening out of 24 days and not played football on 12th eve .They have probably left grandfather house on 24th morning so that is way they haven't played football on that day .

They have not done yoga at all .

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June 25, 2008 13:30:06

padma15

Member Since: June 2008 Contribution: 1

RE: Joe and Mathew go on vacation to their grandparents house. The either do yoga in the morning or play football in the evening making sure that they dont do both activities in the same day. During their vacation they did activities on 22 days. At the en

let they work for m mornings and for e evenings
Given
m+e 22;
m' 24 e' 12 ('denotes complement);

m+m' total number of days e+e' x;

x 22-(x-12)+24;

hence total days 29

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Overall Rating: +2

January 02, 2009 13:34:56

Bhoomika sharma

Member Since: December 2008 Contribution: 40

We are given with total activites days as 22.

Let x be the number of days thus

x 22-(x-12)+24

x 29 days

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