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find a and b when 34a567b such that a and b is divisible by 3 and 11

A set S consists of 43 natural numbers each of which is a perfect cube. The maximum no of elements of S that one can always find such that each of them leaves the same remainder when divided by 13 is? Ans-29.. approach please

A set S consists of 43 natural numbers.

Let f(x) = max (2x + 1, 3 - 4x), where x is any real number. Then the minimum possible value of f(x) is:

N=(3003^303)^33. Find the third last digit of n.

https://cracku.in/cat/history/1260280 if you open this link and find the 5th question based on a table, could someone please explain me the solution? from where are we getting 2263 in the solution?

tell me the tips of learning logical reasoning?

how to change this mock test in hindi

AB and BC are two equal chords of a circle of radius 20cm. D is a point on AB produced such that CD is perpendicular to AD. if angle ABC = 120degree, then find BD. ans= 10cm. approach please..

How many members will be competing for leader board in cracku-???