10 consider the set of vectors1,1.0)0,1.) and10.1) igate 2001 (a) the three vectors are orthonormal (b) the three vectors are linearly independent (c) the three

10 Consider the set of vectors1,1.0)0,1.) and10.1) IGATE 2001 (a) The three vectors are orthonormal (b) The three vectors are linearly independent (c) The three vectors cannot form a basis in a three-dimensional real vector space (d) ,0) can be written as the lincar combinational of 50,) and 2 sabi condition explain