Hi, I need answer for the following question:

4. Let T1: R3 > R5 and T2: R5> 1R3, with [T1] and [T2] the associated matrices. Assume [T1] and [T2] are both full rank. For each of the following transformations, first determine the domain and codomain, and then decide whether the transformation is \"one to one, \"onto,\" \"both,\" \"neither\" or \"can't be determined.\" A) T1 B) T2 C) T20T1 D) T10T2