If the volume of parallelopiped formed by the vectors and is minimum, then is equal to :
vector
Volume of parellelopiped =
Question is asking the minimum value of parallelopied and the corresponding value of : the minimum value is zero
Cubic always has atleast one real root.
Hence the answer of this question will be the root of this equation. But none of the options satisfies the cubic.
So the problem setter to the question in local minimum value of volume.
so corrcet option (2)
Option 1)
Option 2)
Option 3)
Option 4)
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