1. A is not clear but B,C,D can be eliminated
2. E none.
If x and y are prime numbers greater than 10 then which of the following is an even integer?
A. x^2*y2
B. x^y +2
C. xy +2
D. 2xy +xy
If there are 33 balls arranged in 7 boxes which of the following is true.
(i) At least one box has more than 5
(ii) There are more than one boxes with 4
(iii) There is at least one box empty
A. I only
B. ii only
C. i and ii
D. i and iii
E. None
1. All primes > 10 are odd... hence x^y is odd... ie x^y+2 is by odd... xy + 2 is also odd cos odd*odd is odd... 2xy is even.. 2xy+xy is even + odd... ie odd... eliminating all other options... AIf x and y are prime numbers greater than 10 then which of the following is an even integer?
A. x^2*y2
B. x^y +2
C. xy +2
D. 2xy +xy
If there are 33 balls arranged in 7 boxes which of the following is true.
(i) At least one box has more than 5
(ii) There are more than one boxes with 4
(iii) There is at least one box empty
A. I only
B. ii only
C. i and ii
D. i and iii
E. None
2. E
Uh.. I beg to differ on the 2nd question...
I had already given my opinion on the other thread.
I feel the answer is (A)...
Here's the explanation :
Ans: (A) - (i) only
Why?
(ii)- > Wrong -> Why? One scenario -> 1 1 1 1 1 1 27 -> Here only one box has more than 4, so, statement '(ii) there are more than one boxes with 4' is wrong!
(iii)- > Wrong -> Why? One scenario -> 1 1 1 1 1 1 27 -> In this scenario, there's not even a single box empty. So, statement '(iii) there is atleast one box empty' is also wrong.
Only (i) can be true!
So ans : (A)
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