B1_Let a b be two vectors and let P Q and R be the point with position vector a b and a+b resp
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B3_Let:(-infinity,infinity) to (0,infinity) be the solution of the differential equation dy/dx=e^5xy

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A1_Consider the function f:(0,infinity) to (-infinity,infinity) f(x)=root(x)log(x)-x+1 Then which

A12_Let a=(1-2cos(pi/11))(1-2cos(3pi/11))(1-2cos(9pi/11))(1-2cos(27pi/11))(1-2cos(81pi/11)) Then

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B5_Let R denotes the set of all real numbers. Consider polynomial function f:R to R defined by f(x)=

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B2_Let T be the tangent to the parabola y^2=16x at the point (64 32) let L be the tangent to the

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