Hello Folks, Help me out wid noder option. Option A is A letter by Mark Twain, written in the same year as The Adventures of Huckleberry Finn were published, Had it been: A letter by Mark Twain, written in the same year as that of The Adventures of Huckleberry Finn , will it be the correct answer? ...

@loki.gmat: 'whose' can be used for people or thing. so using whose for house in your example is correct. @ashu@gmat: you said that: This option suggests that geometrical symmetries that the author is talking about are of the Photographs whereas actually they are of the murals. That is why Option C ...

(6@2)@4=6@(2@4) this would be true if, (A) @ is either + or X (since minus and division wont solve the equation) statement1: 3@2>3 3+2=5>3 true 3 X 2=6>3 true 3-2=1>3 false 3/2=1.5>3 false hence @ is either + or X. hence sufficient for (A) statement2: 3@1=3 this means @ can be X or division.. hence ...

I really liked this question a lot... there are 2 choices which weakens.. one less and the other more !

If x and y are +ve integers, are x & y squares of consecutive numbers? A . √x + y = 7 B . √y + x = 11 A new approach to the problem. To suffice the question condition: (i) x=(k+1)^2 and y=k^2 or (ii) x=k^2 and y=(k+1)^2 statement 1: plugging in x and y from (i) and (ii) k+1+k^2 =7 or k+(k+1...

Even I suffer from the same doubt

Thanks for asking buddy....

need the solution statement1: 40%*P=Female1 no information of overall numbers hence insufficient statement2: 20%*FI=Female2 no information of overall number hence this also insufficient combined: We need to find (Female1+Female2)/(P+FI) =(40%*P+20%*FI)/(P+FI) cannot be solved further without any mo...

understood it now.. thanks buddy !