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- The A D ,B Ea n dC F are the medians of a c A B C , then (A D^2+B E^2+...
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- Let P Q R be a triangle of area with a=2,b=7/2,a n dc=5/2, w h e r ...
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- Find the equation of a straight lines which passes through the point (...
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- If f(x)=|ln|x||, then (a)f(x) is continuous and differentiable f...
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- Let A B C be a triangle such that /A C B=pi/6 and let a , ba n dc deno...
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- The total number of ways of selecting two numbers from the set {1,2...
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- If f(x)={3+|x-k|,xlt=k a^2-2+(s n(x-k))/(x-k),x > k has minimum at x=k...
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- If chocolates of a particular brand are all identical then the number ...
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- The maximum value of function f(x)=x^3-12 x^2+36 x+17 in the interval ...
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- One angle of an isosceles triangle is 120^0 and the radius of its incr...
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- Number of ways in which 7 people can occupy six seats, 3 seats on each...
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- If by dropping a stone in a quiet lake a wave moves in circle at a ...
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- Consider 8 vertices of a regular octagon and its centre. If T denotes ...
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- Number of ways in which four different toys and five indistinguishable...
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- Statement 1: f(x)=cos x is continous at x=0a n dg(x)=[tanx],"w h e r e...
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- We wish to select 6 persons from 8, but if the person A is chosen, the...
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- The family of straight lines 3(a+1)x-4(a-1)y+3(a+1)=0 for different va...
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- Let f(x)=x+3ln(x-2)&g(x)=x+5ln(x-1), then the set of x satisfying the ...
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- Find the number of diagonals of a 16-sided polygon.
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- Number of different points on the curve y^2=x(x+1)^2 where the tangent...
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