uk007

Good point,ZeroGee

My pick is also D.Since the necessary assumption is that the accidents are less in Europe because of better seat belts.All of the options except D prove it to be wrong hence weakening the argument.

My pick is D as it is within the scope .

my pick is E

Congratulations and all the best for luck for the application process.

i take back my answer for 2nd ,i read it wrongly.A and B are equal

My pick will also be E

E it is

why not A?? pls post the right answer

i feel the answer should be E.As based on the two options the answer is 37.5 but since these options do not satisfy the criteria of the boxes being completely filled.

B is the answer.

I would look in at this problem by taking Bob and Jen to be one element( Now they have to be together plus also not change position wrt each other) so the way in which the five element can be arranged is =(4)!

(1) by divisiblity rule any number subtracted with its reflection will be divisible by 9 because if you write say a 5 digit number it could be as below number = 10000a+1000b+100c+10d+1e reflection is =10000e+1000d+100c+10b+a number -reflection=9999a+990b-0c-990d-9999e so we know that any number (be any number of digit) subtracted by reflection will be divisible by 9 (2) A and B are not equal (3)if 3 then (3+x)/3 is always greater than (5+x)/5 as (3+x)/3 -(5+x)/5 = x/3-x/5=2x/15 if x>0 2x/15> 0 since x lies between 3 and 5 2x/15 is always positive hence A>B

C for parallelism

C is correct.As far as see it "they" clearly refers to Factory outlet stores in the sentence.If it was "Factory outlet stores and manufacturers ... are ..... they" then there might have been an ambiguity. correct me if i am wrong

I agree with aryabatta. Since it asks that how many integrers are divisible by 3 between 100 and 200.the first step is to find out the first number and the last number divisible by 3 between 100 and 200. These are 102 and 198 respectively. Now since these numbers are in an arithmetic progression with the first term 102 ,last term 198 and difference 3 we can find the number of terms in this AP by(using AP formula T(n)=T(1)+(n-1)d ) 198 =102+(n-1)3 solving this n=33

yes i agree with spiderman.

Wonderful Post .Went through the material provided.I know what i have to do now,lots and lots of Practise. Thanks.

Good Luck