1
answer
0
watching
147
views
12 Nov 2019
a)Show that if T: V -> W is a linear transformation and { T(x1), T(x2), ......, T(xk) } is a linearly independent set in W, then {x1, x2,..., xk) is a linearly independent set in V.
b) Also Show by example that the converse of the above result is not true.
a)Show that if T: V -> W is a linear transformation and { T(x1), T(x2), ......, T(xk) } is a linearly independent set in W, then {x1, x2,..., xk) is a linearly independent set in V.
b) Also Show by example that the converse of the above result is not true.
Hubert KochLv2
24 May 2019
