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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.

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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?

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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..

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