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KCET PREVIOUS YEAR PAPERS-MODEL TEST PAPER 10-MATHEMATICS
- If [[x,1],[-1,-y]]+[[y,1],[3,x]]=[[1,2],[2,1]] , then (x,y) =
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- The inverse of [[-4,3],[7,-5]] is
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- The inverse of [[1,0,0],[0,2,0],[0,0,3]] is
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- If A is a square matix then AA^(T) is
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- A unit vector parallel to the sum of the vectors 2 i + 3j -k and 4i...
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- The angle between the vectors 2i - 3j + k and 4i+ j-2k is given by
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- If 4i+ j-k and 3i + mj + 2k are right angles then m=
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- The work done by the force F=2i-3j+2k in moving a particle from (3,4...
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- The area pf the triangle whose two sides are given by 4i - j + k and ...
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- A unit vector perpendicular to 3i + j +2 k and 2i-j + k is
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- tan 100^(@) + tan 125^(@) + tan 100^(@) tan 125^(@) =
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- If tan A=(1)/(3 ) and tan B=(2)/(7) , then cot (A-B)=
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- If (cos A )/( a ) =(cos B)/(b)=(cos C)/(c) then the DeltaABC is
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- The anmplitude of (1 + sqrt(3)i)/(sqrt(3) + i) is
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- |(1)/((2+i)^(2))-(1)/((2-i)^(2))|=
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- (1+i)^(4)+(1-i)^(4)=
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- If x(r)=cos. (pi)/(2^(r))+ isin. (pi)/(2^(r)), then x(1)x(2)x(3)....oo...
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- sin(2 cos^(-1). 3/5)=
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- cos^(-1)""((2)/(sqrt(5))) + tan^(-1)""((1)/(3)) =
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- The general solution of tan 3x=1 is
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