1.let {v=(1,2,3,5,9),v2=(3,1,2,8,9),v3=(2,-5,5,9,4)} and{u1=(0,1,1,1,2),u2=(0,2,-2,-2,0)} be basis of subspaces V and U ofR5 respectively.find a basis and the dimension of V+U and Vintersection U.
2.does a matrix have a right inverse ?if so find oneA=[2,-3,-7,11;3,-1,-7,13;1,2,0,2]
3.find the interpolating polynomial that passes through thepoint (1,2),)(-1,-8) and (2,1)
