Question: Please help! Clear handwriting In Exercises 1-8, W is a subset of R- consisting of vec- tors of the form X1 X= X2In each case

Please help!

Clear handwriting

Please help!Clear handwriting In Exercises 1-8, W is a subset of R-consisting of vec- tors of the form X1 X= X2In each casedetermine whether W is a subspace of R2. If W is asubspace, then give a geometric description of W. \f\f5. W = XX] =7. W = {x: x7 + x2= 1}In Exercises 917, Wis a subset of R3 consisting of vectors of the form Ineach case, determine whether W is a subspace of R3. If Wis a subspace, then give a geometric description of W. 9. W= X X3 = 2x1 - x2}11. W = X. XX, =X3)13. W = X: X -1 = XI+x2)

In Exercises 1-8, W is a subset of R- consisting of vec- tors of the form X1 X= X2In each case determine whether W is a subspace of R2. If W is a subspace, then give a geometric description of W. \f\f5. W = X X] =7. W = {x: x7 + x2= 1}In Exercises 917, W is a subset of R3 consisting of vectors of the form In each case, determine whether W is a subspace of R3. If W is a subspace, then give a geometric description of W. 9. W = X X3 = 2x1 - x2}11. W = X. XX, = X3)13. W = X: X -1 = XI+x2)

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