If →V1=3^i−a^j−b^k and →V2=2^i+^j+^k represent two perpendicul – InterviewSolution

1.	If →V1=3^i−a^j−b^k and →V2=2^i+^j+^k represent two perpendicular sides of a triangle where a, b are whole numbers. Then minimum possible area of the triangle is
Answer» If $_{1} = 3^i - a^j - b^k$ and $_{2} = 2^i +^j +^k$ represent two perpendicular sides of a triangle where $a, b$ are whole numbers. Then minimum possible area of the triangle is

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