Assume that t is a linear transformation. find the standard matrix of t.

t:

set of real numbers r squaredℝ2right arrow→set of real numbers r superscript 4ℝ4,

upper t left parenthesis bold e 1 right parenthesiste1equals=(33,

11,

33,

11),

and

upper t left parenthesis bold e 2 right parenthesiste2equals=(negative 7−7,

44,

0, 0), where

bold e 1e1equals=(1,0)

and

bold e 2e2equals=(0,1).