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There are 20 straight lines in a plane so that no two lines are parallel and no three lines are concurrent. Determine the number of points of intersection
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Ten points are plotted on a plane. Find the number of straight lines obtained by joining these points if no three points are collinear
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Ten points are plotted on a plane. Find the number of straight lines obtained by joining these points if four points are collinear
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Find the number of triangles formed by joining 12 points if no three points are collinear
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Find the number of triangles formed by joining 12 points if four points are collinear
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A word has 8 consonants and 3 vowels. How many distinct words can be formed if 4 consonants and 2 vowels are chosen?
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Find n if nC8 = nC12
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Find n if 23C3n = 23C2n+3
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Find n if 21C6n = `""^21"C"_(("n"^2 + 5))`
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Find n if 2nCr–1 = 2nCr+1
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Find n if nCn–2 = 15
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Find r if 11C4 + 11C5 + 12C6 + 13C7 = 14Cr
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Find the value of `sum_("r" = 1)^4 ""^((21 - "r"))"C"_4`
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Find the differences between the greatest values in the following:
14Cr and 12Cr
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Find the differences between the greatest values in the following:
13Cr and 8Cr
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Find the differences between the greatest values in the following:
15Cr and 11Cr
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In how many ways can a boy invite his 5 friends to a party so that at least three join the party?
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A group consists of 9 men and 6 women. A team of 6 is to be selected. How many of possible selections will have at least 3 women?
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A committee of 10 persons is to be formed from a group of 10 women and 8 men. How many possible committees will have at least 5 women? How many possible committees will have men in majority?
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A question paper has two sections. section I has 5 questions and section II has 6 questions. A student must answer at least two question from each section among 6 questions he answers. How many different choices does the student have in choosing questions?
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