I thought of a number that when divided by 20 leaves a remainder 18,when divided by 19 remainder is 17 and so on .So what is the remainder when smallest such number is divided by 50?Explain.
No Negative Marking for TITA Questions (Type in the Answer) Questions.
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"You must answer the sections in the specified order", answer to the question can we choose which section to attempt first ! for details check FAQ on CAT 2015 Website !
CAT 2015 paper format
Q. Are there negative marks for questions other than MCQs?
No, there are no negative marks for non-MCQ type questions.
Q. Do the non-MCQ type questions carry equal marks as MCQs?
Yes, all questions carry equal marks. However, for non-MCQ type questions, you must type the answer.
https://iimcat.ac.in/EForms/Mock/Web_App_Template/756/1/index.html?756@@1@@1#!
two tangents pa and pb are drawn from an external point p length Length of pa=156 and length of ab =120 .find radius of circle
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Bisectors of angle B and angle C of triangle ABC meet at O. If angle BOC=115, find angle A. Help!!
The three medians AD,BE, and CF of triangle ABC are concurrent at G. If angle AGC is 120, AG =8 cm and GC is 12cm, what is the area of triangle ABC?
Please solve and explain
the domain of definition of y=[log10( 5x-x^2)/4)]^1/2
ans is [1,4]
Please solve and explain
the domain of definition of y= [1 - lxl ]^ 1/2
Ans is [-1,1]
. N2 + 16N, for how many values this is a perfect square.
approach plz .
two ants starts simultaneously from two ant holes towards each other. the first ant covers 8% of distance between the two ant holes in 3 hrs, the second ant covered 7/120 of the distance in 2 hrs 30 mins. find the speed(in feet/h) of second ant if the first ant travelled 800 feet to the meeting point.
- 45 feet/h
- 15 feet/h
- 25 feet/h
- 35 feet/h
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y is positive integer st 4*y^4 + 3*y^3 + 2*y^2 + y + 24 is divisible by y. How many values of y are possible?
Options-> 5 6 7 8
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how to approach such ques?
Abe yeh CAT 15 to calculator allow kar raha hai ...!!!
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To mein PG pe vedic maths kyon use kar raha hoon...
Let I be the set of natural numbers such that each element in I
(i) is a three digit number which leaves a remainder of 2 when divided by 4.
(ii) is divisible by 11 but not by 13.
How many elements belong to I?
A)19 B)15 C)16 D)17
A and B can complete a piece of work in 9 days . they started the work and after 3 days A left.B can complete remaining work 27 days . how many days A alone complete this work?
Answer given is 12 days..! how?