Hi friends, in SLOT 1, in te RC(about bio diversity of Bhutan)....there was a question asking why local communites of Bhutan shows great tolrence towards snow lepoards?, Can any one remember the answer??
I wrote option 2, states that it is because it results for eco-tourism.....Do any one remember whether it is a correct answer?
Anyone giving SNAP? What should we be preparing for In GK?
Can someone provide the solutions for SLOT2 cat exam!
Four men and three women can do a job in 6 days.
When five men and six women work on the same
job, the work gets completed in 4 days. How long will 2 women and 3 men take to do the job?
4 dices are rolled, probability that at least 3 have exactly the same no?
Snap Question: A family consists of a grandfather, 5 sons and daughters
and 8 grandchildren. They are to be seated in a row for
dinner. The grandchildren wish to occupy the 4 seats at
each end and the grandfather refuses to have a grandchild
on either side of him. The number of ways in which the
family can be made to sit is
Ans:193536
a boy was supposed to start at C and go at uniform speed all around the right triangular field (right angled at B ) instead he cuts across from B to D, the mid point AC, before returning to C and saved a distance of 70 meters if he saved one sixth of the time what fraction of the total distance that was initially supposed to cover, did he cover when he started on his shortcut ?
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How much percentile will a score of 50,one can expect? Slot 2
I had some doubts in Quant and DI LR from different mocks that I've given and if you go to this google doc and solve it and give the solution. https://docs.google.com/document/d/14jSi86UJd8iVly65caB2-T4JRjoaD5whjC5s_IttRGM/edit?usp=sharing
A train after 3 hours from starting meets with an accident which detains it for an hour .After this the train proceeds at 75% of original speed and arrives 4 hours late. Had the accident happened 150km farther along the line ,it would have arrived only 3 (1/2) hour late. Find the speed of the train and total distance of the journey.
Total distance between A and B is d kms. If the distance travelled along the stream is three time of the total distance and the distance travelled against the stream is two times of the total distance. If the time taken to cover the distance along the stream is 10% less then the time taken to cover the distance against the stream. If a person cover a distance of 21 km in 1 hr 24 min along the stream, then find the rate of current ?
Q58. In a bag there are 3 magenta balls, 5 green balls and 7 blue balls . 2 balls are drawn one by one without replacement. If the first ball comes out to be of magentacolour, then 8 more magenta coloured balls are added to bag. Find the probability that both the balls drawn are of magenta colour.
Two jar A and B. Both contain 20 % milk. The quantity of jar A is 4 times than that of quantity of jar B. both jar mixtures are mixed and form new mixture C and 15 litres of water is added .The final ratio of water to milk is now 19:4. Find the initial quantity (in litres) of milk in jar B
The marked price of a shirt and a trouser are in the ratio 1 : 2. The shopkeeper gives 40% discount on the shirt. If the total discount on the shirt and trousers is 30%, the discount offered on the trousers is
A person travels with speed of 12km/hr. After every km he take rest of 12 minutes. Time taken by him to cover distance of 36 km ???
In this 12 min will be multiplied by
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How is mba international business of Delhi school of economics?
Could someone please answer this for me along with the steps. Thanks.
Minesh and happy together had 90 apples. Both of them ate 10 apples each and the product of the number of apples they have now on 248. Formulate a quadratic equation to find the number of apples they start with.
Friends, who wrote CAT SLOT 1, can you remember which option did opted for the following question.
A lent an amount to B. B keeps 40% of the amount with a bank at an interest rate of 10% compounded annually. If the receives Rs. 1331 after 3 years, how much did he borrowed from A?
I know the answer and I calculated it from calculator and marked OPTION B. Can any one remember?(It's so frustrating there is no CAT stimulated paper for 2016, last year CL did provided one)
Find the area of the largest hexagon that can be inscribed in a unit square
(1! * 2! * 3! * ... 1000!)/n! is a perfect square for some natural number 'n 'Find the sum of all distinct possible values of 'n'.