X - 74.36%
XII - 55.38%
Graduation - 54.96%
Work Exp - 18 Months
Assuming 95+ CAT percentile
OBC MALE NON-ENGG
Which is the best B-School i can get?
Which B-School should i target for?
*Was rushing through torrents of questions posted on previous years' threads. Saw a good question * A and B plans to meet b/w 5pm-6pm on a particular day. If each of them can wait for a maximum of 15 mins, find the probability of their meeting that day?
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Can anyone help me with question no 29
Question no 21 anyone?
Question no 1?. I am getting stuck in making equations.
Flight Garuda started from city A at 6 a.m. local time and reached city B at 11 a.m. local time. On its return trip from B, it started at 5 p.m. local time and reached A at 8 p.m. local time. If the average speed of Garuda was 600 kmph on both the trips, the distance between A and B (in km) is @GouravParida @TanujA3
Min value of |x-4|+|2x-9|+|3x-5| ? Let's see if we can have multiple approaches?
Superman and Batman started running simultaneously from diametrically opposite points on aj 8 - km a circular track. Exactly at the end of the 24th minute, Superman overtook Batman for the second time. Had they started from the same point and run in opposite directions, they would have met for the first time at the end of the 12th minute. Find the speed of the Superman . @avish27 @TanujA3 @GouravParidal
Which LOD 1/2/3 - Arun Sharma, is most relevant to CAT Quants?
Is LOD3 worth doing for CAT?
Help please !!!!
Approach please !!!! @TanujA3 , @anushavalecha , @trawler The charges of a taxi journey are decided on the basis of the distance covered and the amount of the waiting time during a journey. Distance wise, for the first 2 kilometres (or any part thereof) of a journey, the metre reading is fixed at 10 (if there is no waiting). Also, if a taxi is boarded and it does not move, then the metre reading is again fixed at 10 for the first ten minutes of waiting. For every additional kilometre to metre reading changes by 5 (with changes in the metre reading being in multiples of 1 for every 200 metres travelled). For every additional minute of waiting. the metre reading changes by 1. (no account is taken of a fraction of a minute waited for or of a distance less than 200 metres travelled). The net metre reading is a function of the amount of time waited for and the distance travelled.The cost of running a taxi depends on the fuel efficiency (in terms of mileage/litre), depreciation (straight line over 10 years) and the driver's salary (not taken into account if the taxi is self owned) Depreciation is 100 per day everyday of the first 10 years. This depreciation has to be added equally to the cost for every customer while calculating the profit for a particular trip. Similarly, the driver's daily salary is also apportioned equally across the customers of the particular day, Assume, for simplicity, that there are 50 customers every day (unless otherwise mentioned). The cost of fuel is 15 per litre (unless otherwise stated) The customer has to pay 20% over the metre reading while settling his bill. Also assume that there is no fuel cost for waiting time (unless otherwise stated) Based on the above facts, answer the following: 1. If Sardar Preetpal Singh taxi is 14 years old and has a fuel efficiency of 12 km/litre of fuel, find his profit in a run from Howrah Station to Park Street (a distance of 7 km) if the stoppage time is 8 minutes. (Assume he owns the taxi) (a) 32.25 (b) 40.85 (c) 34.25 (d) 42.85
Eight boys and girls wait to take their seats in the same row in a movie theatre. There are exactly 8 seats in the row.
They decided that after the first person sits down, the next person has to sit next to the first. The third sits next to one of the first two and so on until all eight are seated.
In how many ways can they be seated?
Guys ! Where is that zoom option as they claim any idea ? I could not find it in exam ..
Do we have Pyramid solid included in course for CAT/XAT/IIFT/any other management exam?
It is given that X + Y + Z = 60 and X^2 + Y^2 = Z^2. We have to find how many such triplets (X,Y,Z) exist. I am sure this will seem quite easy but I have a doubt after it gets solved.
Please, provide your insights.
A natural number N when written in base 5 or base 9 results in a 3-digit number. How many such Ns exist? Hint: what is the smallest 3-digit number in any base?
Hello guys, I have some serious advice to ask for. I am giving mocks but can not score more than 80~90. In Quant:- I have a hang of basics in quants, but how do I increase my speed and accuracy altogether. In LRDI:- Do not know where to start this. Past year papers?
Answer??
Find the number of integral solutions for |x| + |y| = 12 I like this question! :)