crazyonMBA

D .. ultrathin singular goes fine with enables ..

B it is Let x be the total registered..9x/10 on first day and 8x/10 on second day. so in total it is x/10 + 2x/10 = number of ppl who didnt attend .. so some % of x is equal to this i.e a/100*x = 3x/10 which is nothing but 30% ..am i right????

1, A cash register in a certain clothing store is the same distance from two dressing rooms in the store. If the distance between the two dressing rooms is 16 feet, which of the following could be the distance between the cash register and either dressing room? I. 6 feet II. 12 feet III. 24 feet A. I only B. II only C. III only D. I and II E. II and III 2, How many 4-digit positive integers are there in which all 4 digits are even? A. 625 B. 600 C. 500 D. 400 E. 256 3, Attached .

A certain characteristic in a large population has a distribution that is symmetric about the mean m. If 68 percent of the distribution lies within one standard deviation d of the mean, what percent of the distribution is less than m + d ? A. 16% B. 32% C. 48% D. 84% E. 92% Pls explain

Hi, Can you pls answer to my question. I have taken GMAT a couple of times and scored badly, but still my desire to accquire MBA from top schools doesn't decrease. I would like to know how many times can GMAT be taken. Is the no. of times taking GMAT is going to affect one's possibility of entering into the top schools. Let me know your thought, as i am planning whether it will be worth giving another try.

Given, n^2 divisible by 72. Then n^2 must be a multiple of 72. Possible values of n^2 are 72,144,216... From the above the only value which is a square of an integer and divisible by 72 is 144 = 12 * 12. So B. Guess So.

Oa -> A

What is the greatest common divisor of positive integers a and b? (1) a and b share exactly one common factor (2) a and b are both prime numbers OA Later

The Probability of selecting a person from a village is 90%.We are about to select 5 people, find the probability that exactly 4 are from this village. No OA. Can any one solve this?

I would recommend "Wren and Martin"

Isosceles triangle ..so any two sides are equal. Given P = 80. If R = 20 then q = 20/80. In triangle PQR P+Q+R = 180. so q = 80. to satisfy the condition. If R = 50 then q = 50/80. But q can only be 50 to satisfy the condition If R = 80 then q = 80/20 . The two equal sides could be P and R. so this also satifys the condition. So I II and III

The site has been moved to another name "scoretop.com". cheers crazy

how it is 4x/5 -> how did u get this ?? can u pls xplain?

Question says that given are the sides of the parallelogram and the height of the parallelogram. Both are different i guess!!

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